{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "=== Enhanced High-Re Blood Flow Solver ===\n",
      "Vessel diameter: 4.0 mm\n",
      "Flow conditions: U_inf=0.5 m/s, Re=5000\n",
      "Grid: 120x60x50 = 0.4 million points\n",
      "Time step: 50.0 μs, Total steps: 400\n",
      "Step 0/400 (t=0.000s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=227.8MB)\n",
      "Step 40/400 (t=0.002s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=227.8MB)\n",
      "Step 80/400 (t=0.004s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=227.8MB)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 15 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 120/400 (t=0.006s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=213.6MB)\n",
      "Step 160/400 (t=0.008s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=213.6MB)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 15 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 200/400 (t=0.010s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=214.3MB)\n",
      "Step 240/400 (t=0.012s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=214.3MB)\n"
     ]
    },
    {
     "data": {
      "image/png": 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yE8AT+yauO490suNtkp5DilZ4HikC4v/1P0le/0TmO8bPlDSZx31uXuauwH+STjy8qf8ECjAbEd/Iy51N+r5+kfQ7cGPS5JMfZWmfJX0Xbwl8/VBvTER8K//O/qGkl6zg9/SwPgtJHyN9r77L/OR9zwa+Bbyjb9F/B54GvF/SC0jdzC8GLiJ1cleW9flExDclvQv4F0ktUsH4KaQC8qMXGeodga/0TSZoZmZmdthcWDYzM7Oj6b8Ocv+JHIVLsSPiqtw1+QrgXFJH4atIl3//7WFu8zWSLidNBPZ2Uhfr90nFoMpjgKeTio9/TepM/TlpMq8r8nY6ku4FvIYUFbCfVHD6IHDWModzIqnYBKkr9xJSMf3vIuKnS7yGS3Mn68tJOcxjpNzg+0fEh/uW+7Ck+5Peq3eTOhs/Dfzlgo7OF5EKXH9EKpJ9mdRJ2R+NMVARcbakKdLn8H5SJ/n5eWwLYxs+RSp2f3LBfUGKEVhOt+YjSe/Va0mFwncDfwZ8YMFyzyMVC99N6kR+M4t3NpPXfR2pqP9C0nt42JPlRcQlku4OvBL4b9Ln9X7gLyKi7FtUpA7som/dMhfD/788pnHSd+vuOTqi398xP3kjpAJ9VaSvxn8P0vfqNsD/Llj/F6QCLvmxJ5CKyVtJv6Nv49C/n5/Lyz6QZRSWsxeSutSfS/rsDvl7egQuIL2m00jvw0Wk3+sX93cNR8R+Sfcgnex5K+n9+wTwzP7v8Qo/nyeQTrL8A7CNVMy+T0Qc8D5J2kA64fL8I3ytZmZmZgBovonDzMzMzMxsNEl6EakL98bh/8SsmKSHkyYRPD0idg95OGZmZnYMcMaymZmZmZmtBf9M6sj9vSGPY616LvBPLiqbmZnZoLiwbGZmZmZmIy8i9pDiJtrDHstaI+lapJiU/2/YYzEzM7Njh6MwzMzMzMzMzMzMzGxF3LFsZmZmZmZmZmZmZiviwrKZmZmZmZmZmZmZrYgLy2ZmZmZmZmZmZma2Ii4sm9kxT9J9JP1Q0oWS/uogy9xN0jclXSDpM6s9RjOz9ehQ++e8b96T98/flPTCYYzTzGw9Ws4xdF7u9pJ6kh660nXNzGxlJL1B0pWSvnuQxyXp1Xn/+21Jtz2q4/HkfWZ2LJPUAH4E3Au4GPgK8MiI+F7fMtuALwD3iYhfSjopIq4cxnjNzNaLZe6f7wY8OyIeMIwxmpmtV8vZR/ct9zFgBnhDRJy73HXNzGzlJN0VmATeEhG3WOTx+wFPB+4H3BF4VUTc8WiNxx3LZnasuwNwYUT8NCI6wDuBBy9Y5lHAeyLilwAuKpuZrYrl7J/NzGw4lruPfjrw38CVh7GumZmtUER8Fti1xCIPJhWdIyK+BGyTdO2jNZ7m0dqwmdlSfvvuG2Pnrt5AtvW1b89eQOqSqJwdEWfnv58KXNT32MWks3b9bgy0JH0a2Ew6o/eWgQzOzGyNuc+vjceO3eVAtvW1788d6f4Z4M6SvgVcSupevmAggzMzW2N+694TsXPnYI6fv/n1zlL7Z1jGPlrSqcBDgHsAt1/JumZmx5LT1YwZBpMIsYPyUPvnQ1lsH3wqcNkAhncNLiyb2VDs3NXj/z5ynYFsq3HtH89ExJkHeViL3Ldwj98EbgfcE9gAfFHSlyLiRwMZoJnZGrJjd8lX33riQLalMy890v3z14HrRsRkvqzvfcCNBjI4M7M1ZufOHp/+4qkD2da2sZ8ttX+G5e2j/wV4bkT0pAMWX866ZmbHjBmC32PjQLb1evYdav98KKu6D3Zh2cyGIoCSwXTEHcLFwOl9P59G6npbuMyOiNgP7Jf0WeBWpGw4M7N1JxY7HB28Q+6fI2Jv39/Pl/Q6SdsjYseqjNDMbKQIysZqPdlyjqHPBN6Zi8rbgftJ6i5zXTOzY4YYqazhVd0Hj9DrNjM7Kr4C3EjSGZLawCOA8xYs837gNyQ1JU2QLtX7/iqP08xsvTnk/lnStZQrFpLuQDp23bnqIzUzW38OuY+OiDMi4noRcT3gXOBPI+J9y1nXzMyOmvOAxym5E7AnIo5KDAa4Y9nMhiboxdHvWI6IrqSnAR8BGqTZqi+Q9OT8+FkR8X1JHwa+DZTAORHx3aM+ODOzEbUa1ysvZ/8MPBR4Su6AmwYeERG+nNrM1qcAlatzScky99ErWnc1xm1mNiyFBrR/PsSRrqT/BO4GbJd0MfC3QAvqffP5wP2AC4Ep4AmDGdhBxuNjczMbhtveaiz+98OnDGRbE6f8/GtHmEFkZmbZmTdrx5ffPpiM5eZtL/X+2cxsQG5z2/H4zOeuO5Btbd30I++fzcwG5GQ14uHaNJBt/WvsXVP7Z0dhmJmZmZmZmZmZmdmKOArDzIZmlSbvMzOzFQhWJwrDzMxWRqxeFIaZma1MMajd8xo7EHdh2cyGIgh6juIxMxtJ4bqFmdnoCZD7MszMRtJ6jYRwYdnMhqZca6fizMzWCe+dzcxGlAvLZmYjR2hwk/etMeu1oG5mZmZmZmZmZmZmh8kdy2Y2FAH03BNnZjZ65CgMM7ORFCAfPpuZjaT12rnrwrKZDY2jMMzMRpP3zmZmo8kZy2Zmo0cMcPK+NWa9FtTNzMzMzMzMzMzM7DC5Y9nMhiKAXrgnzsxs1ASOwjAzG1mlj5/NzEbReu3cdWHZzIbGV/KZmY0mly3MzEaQM5bNzEaTQFqfnRnrtaBuZmZmZmZmZmZmZofJHctmNhRB0HNPnJnZSHIUhpnZiPIlf2ZmI0es385dF5bNbDgCeq4rm5mNJO+ezcxGjwA5Y9nMbCQV67QxY70W1M3MzMzMzMzMzMzsMLlj2cyGIvCVfGZmo8pRGGZmI8gH0GZmI2u9du66sGxmQyJ6uHJhZjZqAkdhmJmNKnkHbWY2cgQUWp/1jfVaUDczMzMzMzMzMzOzw+SOZTMbigA894iZ2WhyFIaZ2YhyFIaZ2Uhar527Liyb2dA4CsPMbDT5vJ+Z2QgKkAvLZmYjJ0VhDHsUw7FeC+pmZmZmZmZmZmZmdpjcsWxmQxG4Y9nMbCTJURhmZiMrfE2JmdkoWq+duy4sm9nQlK5cmJmNnMBRGGZmo8pRGGZmo6lYp41zLiyb2VC4Y9nMbHT5vJ+Z2QgKPHmfmdkIcsaymZmZmZmZmZmZmdkyuWPZzIYiED2f2zIzG0mOwjAzG03yDtrMbCSt1+qGC8tmNjTOWDYzG03ePZuZjShHYZiZjRzJURhmZmZmZmZmZmZmZsvijmUzGwpP3mdmNrp8pbWZ2Qjy5H1mZiOrWKf1DReWzWxIRC980YSZ2agJHIVhZjaKBMg7aDOzkeQoDDMzMzMzMzMzMzOzZXDHspkNRbqSz+e2zMxGkaMwzMxGlKMwzMxGjli/nbsuLJvZ0Dhj2cxsNPlKazOzEeSMZTOzkeUoDDMzMzMzMzMzMzOzZXDHspkNRYQn7zMzG1WOwjAzG1HeQZuZjRwhinV6RbYLy2Y2NOU63fGamY00OQrDzGxUqfQO2sxsFDkKw8zMzMzMzMzMzMxsGdyxbGZDEUDP57bMzEZO4CutzcxGknfQZmYja502LLuwbGbD4oxlM7NR5SgMM7MRtYpRGJLuA7wKaADnRMTLFjz+YODFQAl0gWdGxOfzYz8H9gE9oBsRZ67awM3MVplYv1EYLiybmZmZmZmZWU1SA3gtcC/gYuArks6LiO/1LfYJ4LyICEm3BN4N3LTv8btHxI5VG7SZma06F5bNbCgCKB2FYWY2knyltZnZiCpX7ZnuAFwYET8FkPRO4MFAXViOiMm+5Tfifz7MbB0r1mkYhgvLZjY0PV9rbWY2krx7NjMbQaubsXwqcFHfzxcDd1y4kKSHAC8FTgLu3/dQAB+VFMDrI+LsozhWM7OhkhyFYWa2qgJ58j4zsxHlljMzs1GkQWYsb5f01b6fz15Q/F3sia7xz0NEvBd4r6S7kvKWfys/9OsRcamkk4CPSfpBRHx2UIM3Mxs167W64cKymZmZmZmZ2fqy4xAT6l0MnN7382nApQdbOCI+K+kGkrZHxI6IuDTff6Wk95KiNVxYNjM7xriwbGZDU8Z6PadnZja6AkdhmJmNrNXbQX8FuJGkM4BLgEcAj+pfQNINgZ/kyftuC7SBnZI2AkVE7Mt/vzfw96s1cDOzYVivh88uLJvZUAQ4CsPMbEQ5CsPMbAQFaJUm74uIrqSnAR8BGsAbIuICSU/Oj58F/B7wOElzwDTw8FxkPpkUjwGp5vCOiPjw6ozczGz1CSi0PkvLLiybmZmZmZmZ2QEi4nzg/AX3ndX395cDL19kvZ8CtzrqAzQzs6FzYdnMhiIQPV9rbWY2krx7NjMbUYObvM/MzAZove6dXVg2s6EpHYVhZjaSHIVhZjaivIM2MxtJ67Ww7KqOmZmZmZmZmZmZma2IO5bNbCgioBc+t2VmNnLkKAwzs5EUOArDzGxErde9swvLZjYkoly3u14zs9EV+EprM7OR5TN/ZmYjSVqf+2e3C5qZmZmZmZmZmZnZirhj2cyGInAUhpnZqHJDnJnZiCqHPQAzM1tIrN8oDFd1zGxoehQDuR2KpPtI+qGkCyX91SKP303SHknfzLcXHpUXbGa2RsSAbmZmNkg5BH8QNzMzG6hiQLe1xh3LZnZMk9QAXgvcC7gY+Iqk8yLiewsW/VxEPGDVB2hmZmZmZmZmtga5sGxmQxGIcnW6Je4AXBgRPwWQ9E7gwcDCwrKZmWVuZjMzG0EBUXoHbWY2itbp3H0uLJvZ8CwnxmIATgUu6vv5YuCOiyx3Z0nfAi4Fnh0RF6zG4MzMRpFjLMzMRpTP/JmZjSSt05RlF5bN7FiwXdJX+34+OyLOzn9fbO++sGbydeC6ETEp6X7A+4AbDX6YZmZmZmZmZmbHBheWzWwoAihjYB3LOyLizIM8djFwet/Pp5G6kufHErG37+/nS3qdpO0RsWNQAzQzWysCN8SZmY2sctgDMDOzhcTiHW3rgQvLZjYkorc6u96vADeSdAZwCfAI4FEHjES6FnBFRISkO5AmY925GoMzMxtFjsIwMxtBPvNnZjay1uve2YVlMzumRURX0tOAjwAN4A0RcYGkJ+fHzwIeCjxFUheYBh4REa6rmJmZmZmZmZkdhAvLZjYUA47CWPq5Is4Hzl9w31l9f38N8JpVGYyZ2RrghjgzsxFVegdtZjaKinW6e3Zh2cyGZpWiMMzMbIV8yYaZ2SiSz/yZmY0koXVa33Bh2cyGIkKr1rFsZmYr4LqFmdloCtyxbGY2gtbz5H2u6piZmZmZmZmZmZnZiriwbGZD04tiIDczMxucGODtUCTdR9IPJV0o6a+WWO72knqSHnrYL8zM7FiwWjtoMzNbPoEGdFvW0x3iGFrSVkn/I+lbki6Q9IRBv+SKozDMbCgCKNftxSJmZqNtNaIwJDWA1wL3Ai4GviLpvIj43iLLvRz4yNEflZnZaAtHYZiZjaTV2jsv8xj6qcD3IuKBkk4Efijp7RHRGfR43OpnZmZmZsNwB+DCiPhpPsh9J/DgRZZ7OvDfwJWrOTgzMzMzsxG0nGPoADZLErAJ2AV0j8Zg3LFsZkMix1iYmY2oVbpK+lTgor6fLwbu2L+ApFOBhwD3AG6/OsMyMxthnl3VzGwkFat3RfYhj6GB1wDnAZcCm4GHR0R5NAbjwrKZDUUApQ+MzcxG0gB3z9slfbXv57Mj4uz898WeZWFN+1+A50ZET8sNnTMzO1YF4CgMM7ORIwYahbHU8XP1dAstPIb+beCbpOaMGwAfk/S5iNg7uGEmLiybmZmZ2dGyIyLOPMhjFwOn9/18Gqmrot+ZwDtzUXk7cD9J3Yh436AHamZmZmY2ApY6foblHUM/AXhZRARwoaSfATcF/m+gI8WFZTMbop5j3s3MRtIqRWF8BbiRpDOAS4BHAI86YBwRZ1R/l/Qm4AMuKpvZ+iVHYZiZjahVvLjukMfQwC+BewKfk3QycBPgp0djMC4sm9lQBHIUhpnZCArSPvqoP09EV9LTgI8ADeANEXGBpCfnx8866oMwM1trHIVhZjaSVmvvvMxj6BcDb5L0nTy050bEjqMxHheWzczMzGwoIuJ84PwF9y1aUI6Ix6/GmMzMzMzMRtmhjqEj4lLg3qsxFheWzWxoSkdhmJmNpFWKwjAzsxWISDczMxs9WrWe5dHiwrKZDUUE9ByFYWY2klYjCsPMzA6Dj5/NzEaOgGKd7p7dLmhmZmZmZmZmZmZmK+KOZTMbGk/eZ2Y2mnyltZnZiPLkfWZmI2m97p1dWDazoQhEGb5owsxsFDkKw8xsBAWEGzPMzEbSet07u6pjZmZmZmZmZmZmZivijmUzG5reuj2nZ2Y2ugJHYZiZjSY5CsPMbERpndY3XFg2s6EInLFsZjaa5CgMM7NR5eNnM7ORpHW6e3Zh2cyGxBnLZmajyh3LZmajyRnLZmajR6zfrOH1+rrNzMzMzMzMzMzM7DC5sGxmQ1OigdzMzGywIsdhHOnNzMwGKIByQLdlkHQfST+UdKGkv1rk8QdL+rakb0r6qqS7LHddM7NjjQZ0W2schWFmQxEBPV/KZ2Y2khyFYWY2olbp+FlSA3gtcC/gYuArks6LiO/1LfYJ4LyICEm3BN4N3HSZ65qZHVO0TkOW3bFsZmZmZmZmZv3uAFwYET+NiA7wTuDB/QtExGREVOciNzJ/XvKQ65qZ2bHBHctmNjSevM/MbPQEOMbCzGxERblq++dTgYv6fr4YuOPChSQ9BHgpcBJw/5Wsa2Z2LFmvR88uLJvZUASidBSGmdlIchSGmdkICg0yCmO7pK/2/Xx2RJzd9/NiT3SNfx4i4r3AeyXdFXgx8FvLXdfM7FixVvORB8GFZTMzMzMzM7P1ZUdEnLnE4xcDp/f9fBpw6cEWjojPSrqBpO0rXdfMzNYuF5bNbGjKdXtOz8xstDkKw8xsNMXqXfH3FeBGks4ALgEeATyqfwFJNwR+kifvuy3QBnYCuw+1rpnZMUVat5P3ubBsZkMR4CgMM7MR5euVzcxG1CplLEdEV9LTgI8ADeANEXGBpCfnx88Cfg94nKQ5YBp4eJ7Mb9F1V2XgZmZDUqzT8oYLy2ZmZmZmZmZ2gIg4Hzh/wX1n9f395cDLl7uumZkde1xYNrOhKaMY9hDMzGwRjsIwMxtRvuLPzGwkaZ22LLuwbGbDEXIUhpnZCAochWFmNooi0s3MzEaLgHUasYzbBc3MzMzMzMzMzMxsRdyxbGZDEUDpS63NzEaQHIVhZjaqVmnyPjMzWwGt345lF5bNbGgchWFmNpp8pbWZ2SgS4eNnM7ORpHVaWXYUhpmZmZmZmZmZmZmtiDuWzWwoAncsm5mNKkdhmJmNKB8/m5mNpHXasOzCspkNjwvLZmajyVEYZmYjKCCcsWxmNpLWaxSGC8tmNhSBXFg2MxtBgTuWzcxGlo+fzcxGjli/HcvOWDYzMzMzMzMzMzOzFXHHspkNTemOODOzkeQoDDOz0RTuWDYzGz2CYp22LLuwbGbDEc5YNjMbVY7CMDMbQSFwxrKZ2Uhap3VlR2GYmZmZmZmZmZmZ2cq4Y9nMhiJwx7KZ2ahyFIaZ2WgK76DNzEaQ0DptWXZh2cyGxoVlM7PR5CgMM7PREzhj2cxsFAnQOs2EWKcv28zMzMzMzMzMzMwOlzuWzWwoArlj2cxsBAWOwjAzG1mevM/MbPQIR2GYma02X8pnZjaK5CgMM7NRFD5+NjMbVeu0ruwoDDMzMzMzMzMzMzNbGXcsm9nQlO6IMzMbSY7CMDMbUe5YNjMbSY7CMDNbRRE4Y9nMbEQ5CsPMbBTJURhmZiNqndaVHYVhZmZmZmZmZmZmZivjwrKZDU2EBnI7FEn3kfRDSRdK+qsllru9pJ6khw70hZqZrTExoJuZmQ1YqcHczMxsYAQU0kBua42jMMxsSLQqURiSGsBrgXsBFwNfkXReRHxvkeVeDnzkqA/KzGyEpaLw2juoNTM75kWKkzMzsxEjR2GYmR2r7gBcGBE/jYgO8E7gwYss93Tgv4ErV3NwZmZmZmZmZmZrkTuWzWxoVmnykVOBi/p+vhi4Y/8Ckk4FHgLcA7j9agzKzGyUuSHOzGz0BKt2/GxmZiukddqy7MKymQ1FwCCjMLZL+mrfz2dHxNn574s9ycKayb8Az42I3nr9x8DMrJ+jMMzMRpQLy2ZmI2m9lhJcWLaDkvRz4I8i4uPDHstySHo8abx3OYJt/AZwTkTcZGADs8UNNiNuR0SceZDHLgZO7/v5NODSBcucCbwzF5W3A/eT1I2I9w1shGZma4g7ls3MRpEIT7xnZjZyxPotLDtjeQ2QtEnSzyU9qu++zZJ+KemhffedLGmHpLstWP+Nkv7zINsOSfslTUq6RNIr8yRmq07SuKTdku6xyGP/LOncoz2GiPhcf1E5v++/dbSf146qrwA3knSGpDbwCOC8/gUi4oyIuF5EXA84F/hTF5XNzMzMzMzMzA7OHctrQERMSvpj4O2SPhYRVwH/D/hqRJzbt9wVkv4c+HdJt4yIaUn3BO4P3HyJp7hVRFwo6abAp4EfAWcdtRd0EBExI+ldwOOAT1b350L3I4EnrfaY7OgqV+FS64joSnoa8BGgAbwhIi6Q9OT8+Kp/183MRp2jMMzMRlA4Y9nMbCRJqFif+2d3LK8REfFR4IPAq3NH8sOApy6y3FuBHwJ/L2kD8HrgGbkYfajn+AHwOeAWCx+TdAdJX8wdxZdJek3u/qweD0lPlvRjSVdLeq36wmolPVHS9/NjH5F03YMM483A70ma6Lvvt0nf1Q9J2irpP/IYLpH0DwfrsJb0a5K+ImlP/vPX+h47PndyX5rH9L58/90kXZz//lbgOsD/5I7uv5T0QUlPX/A835b0O0u8tbaIavKRQdwO+VwR50fEjSPiBhHxknzfWYsVlSPi8f0nbMzM1psY4M3MzAYsNJibmZkNlDSY21rjwvLa8ufA3UiX6j87Ii47yHJPBp4IvBP4bkS8czkbl3Qz4DeAbyzycC8//3bgzsA9gT9dsMwDgNsDtyIVvn87b/d3gOcDvwucSCpeLxrNERFfAC7Ly1YeC7wjIrqkwnMXuCFwG+DewB8t8lqOJxfigROAVwIflHRCXuStwASpk/sk4J8XGctjgV8CD4yITRHx//LzP6bveW4FnAqcv9jrMTMzMzMzMzMzOxa5sLyGRMTVwAWkguh7lljuYuCFwG8BT1nGpr8u6Wrgf4BzgDcuss2vRcSXIqIbET8ndUL/5oLFXhYRuyPil8CngFvn+/8EeGlEfD8Xh/8RuPUSXctvIcVhIGkL8GDgzZJOBu4LPDMi9kfElaSC8CMW2cb9gR9HxFvzmP8T+AHwQEnXztt5ckRcHRFzEfGZQ79NALyflNd7o/zzY4F3RURnmetbTZQxmJuZmQ2SiAHdzMxssFbrij8zM1uZQhrIba1xYXkNkfQY4HrAx4GX993/oRzVMCnp0fnuC4Crl+hq7nfbiDguxwS8ICLKRZ77xpI+IOlySXtJxeHtCxa7vO/vU8Cm/PfrAq/KMRq7gV2kSTNPPch43gLcXdKpwEOBCyPiG3k7LeCyvm29ntRxvNApwC8W3PeL/JynA7tyoX5FImIWeDfwGEkFKfv5rSvdjiURg7mZmdlgOQrDzGw0RTmYm5mZDY5Yv1EYnrxvjZBUxTU8jNR5e4Gkd0TEZyPivqswhH8jRWQ8MiL2SXomqei7HBcBL4mIty9n4Yj4paTPAY8mdRa/pW87s8D23Pm8lEtJheh+1wE+nLdzvKRtEbH7UMNZ5L43k4rJnwemIuKLh9iGmZmZmZmZmZnZSJF0IvAkUiNrXSeOiCcuZ313LK8drwHeFxGfyl3Ifwn8u6SxVXr+zcBeYFLSTVlexEblLOB5km4OkCfg+/1DrPNm4GnArwNvB8iv+6PAKyRtkVRIuoGkhZEckDKPbyzpUZKakh4O3Az4QN7Oh4DXSTpOUkvSXQ8yjiuA6/ffkQvJJfAK3K18RHwpn5nZaHIUhpnZCAo8eZ+Z2YiSNJDbELwf2EpKR/hg321ZXFheA/Lkd3cBnlPdFxHnAFWW8mp4NvAoYB/w78C7lrtiRLyXFN3xzhyj8V1SJ/JSzgWOAz6xIM7jcUAb+B5wdV7u2os8507SZIJ/AewkFeIfEBE78iKPBeZI3d9XAs88yDheCrwgR288u+/+twC/CrztEK/DDiLFWLiwbGY2ihyFYWY2eoLBHDv7+NnMbMAGFIMxpCiMiYh4bkS8OyL+u7otd2VHYawBEfE+4H2L3H/PJdb5NHDaMrZ90K9tRFyv7++fBW66YJEX9j1+wHYi4vELfn4rK+jujYj9pC7phffvIXVLX6NjOiLeBLyp7+fPA7c7yPZ3AX+wyP2fpu99i4j3k87eLPRL4H8j4qdLvhAzMzMzMzMzM7PR9AFJ94uI8w9nZReWzVZI0gTwp8Drhj2Wta50t4SZ2chJ3cbeP5uZjaLV7DaWdB/gVUADOCciXrbg8UcDz80/TgJPiYhv5cd+TrratQd0I+LM1Rq3mdkwDCnGYhD+DHi+pA7pyn6AiIgty1l56IVlSX8O/BHp/zHfAZ4QETPDHZXZ4iT9NvAeUvbMO4Y8nDUvfJ20mdlI8u7ZzGxErVJhWVIDeC1wL1IE41cknRcR3+tb7GfAb0bE1ZLuC5wN3LHv8bv3RRGamR3T1mpdOSKukRawEkMtLEs6FXgGcLOImJb0buAR9MUZmI2SiPgIsHHY4zAzM7N5ko5fxmJlROw+2mMxMztG3AG4sIr+k/RO4MGkuW4AiIgv9C3/JZYRxWhmZqNH0oOAu+YfPx0RH1juukPvWCaNYYOkOWACuHTI4zGzVeKJQ8zMRtMajMK4NN+WGngDuM7qDMfM7CgIiHLV9s+nAhf1/XwxB3YjL/SHwIf6fg7go5ICeH1EnD34IZqZjQaxdqMwJL0MuD3w9nzXn0m6S0T81XLWH2phOSIukfT/kSZCmwY+GhEfHeaYzGx1VLNam5nZ6FmDURjfj4jbLLWApG+s1mDMzI6WAR4/b5f01b6fz15Q/F3siRb950HS3UmF5bv03f3rEXGppJOAj0n6QZ4Q3szs2CNQMexBHLb7AbeOiBJA0puBbwCjX1iWdBzpcpozgN3Af0l6TES8bcFyfwz8MUCDxu0mWFZ+tJmtgn1cvSMiThz2OMzMbF2784CWMTNbL3YcYkK9i4HT+34+jUWuLpZ0S+Ac4L4RsbO6PyIuzX9eKem9pGgNF5bNzEbTNmBX/vvWlaw47CiM3wJ+FhFXAUh6D/BrwAGF5Xzm9GyALTo+7qh7rvY4zewgPh7n/uJw112DHXFmR0zSp4G3RcQ5wx7LWiXpTcDFEfGCI9jG84HrR8QfDWxgx4hg7UVhVBM/S7oB6bsxK+luwC2Bt0TEbk8ObUfK++8jI+k3gHMi4ibDHsuatnoH0F8BbiTpDOAS0lxIj+pfQNJ1SBObPzYiftR3/0agiIh9+e/3Bv5+wbq/u4wxzETE+Uf2MsxGc/8t6efAH0XEx9fStu1gtGajMICXAt+Q9CnS1Sp3BZ633JWH3aj9S+BOkiaUPoF7At8f8pjMbDVEupRvEDezlZC0SdLPJT2q777Nkn4p6aGLLP9oSZOL3ELSCw/yHD+XNJ2Xu0LSGyVtOpqv61DyeK+Q1Oy7rynpypx/uJpjubOk/ZKuMQOxpG9IetrRHkNE/GNVVJZ0vfz+DPuE+8iIAd2G4L+BnqQbAv9BuiruHcMZig3aOt9/789jukTSKyU1+h7/tKSZ/PgeSZ+V9KsLtvHb+f59kq6S9Jk8Uc9iz/ei/JzPWHD/M/P9L1rBuG9Y/RwRn3NR+UgN5th5OcfPEdEFngZ8hPR/9HdHxAWSnizpyXmxFwInAK+T9M2+aI2Tgc9L+hbwf8AHI+LDC57i34EHAA9c4vavh/9e2Sjx/nvx/fcKt3PDQy+54u36GHiQCg3mtsoi4j+BO5FOFL4HuHNEvHO56w+1sBwRXwbOBb4OfCePx6H+ZuvFGq5c2NoVEZOkeKVXSapiXP4f8NWIOHeR5d8eEZv6b8AzgStI/yk6mAfmZW9LmgzhsLtrB2g3cN++n+8HXL3ag4iIL5Iusf29/vsl3QK4GfCfqz0m66eUgz+A2xCUuRjyEOBfIuLPgWsPYyA2eOt8/32rPKbfBB4OPHHB40/Lj58AfBp4a/VALtr8F/AWUpzByaSC4AOXeL4fAX+w4L7H5fttSILVbcyIiPMj4sYRcYOIeEm+76yIOCv//Y8i4riIuHW+nZnv/2lE3Crfbl6tu8CHIuKJEfGEg92ALw7mnbNh8/47NpEaKR8FPGnI47GjRRrMbdWGq5vmP29LOl6+mDRp6yn5vmUZdscyEfG3EXHTiLhFRDw2ImaHPSYzMzu25YliPwi8Wuly+YcBT13OupJuA/wz8IiIuGwZz3UJaZb0WyyyrRtI+qSknZJ2SHq7pG19j/9c0rMlfTt3ob1L0njf4w/IHUK7JX1BKedwKW8lFQYqjyMVGvrHtFXSf0i6LHdW/EPVWXGk413gzQvGUo3ngxGxU9JNJX1M0i5JP5T0sIO9KElPknRhXvY8Saf0PXbzvu1coRSBUXXkVdFbVebj7txR8pt5+V/t285JuQvGmfIDJOk++fO9UNI1JgiR9OD8ffqmpK9Kusti2+kzJ+mRpILYB/J9rUGP24ZnHe+/qzFdCPwvcOuDPN4F3kk6SYckAa8EXhwR50TEnogoI+IzEbFUceMrwISkm+ft3BzYkO/vfx8W3f9Kqvar38r71YdLupuki/vW/RWlbuvdki5QXwe1pDdJeq2kDyp1WX9ZKerGjhER8ZhBLGNrh/ff8QPgcwcZ0x0kfTFv8zJJr5HUzo9dY3+6knFIKiT9laSf5Nf8bknH54cXHgPfWdINla5q2ZPfn3ct5/XZ6jrUMXRe5m75O3KBpM8sssiz8p+vWOT2/y13LEMvLJvZ+uUoDBuyPwfuRrpy5tnLOUjNB53nAv8QEZ9ezpNIOp3UGfyNxR4mZVqdAvwKaZKcFy1Y5mHAfUiX9N8SeHze7m2BNwB/QupQez1wnqSxJYbzPuCukrbl1/IbwPsXLPNmoAvcELgNKRexyiE+7PEu4q3AbyjlMyKpIHVxvEUpj/FjpAiDk4BHki6zvfnCjUi6Rx7Tw0hn2n9BKqqgFLXxceDDecw3BD6xyFjumv/clrtiPpO30f8f2kcCH6/mhTjWrcYFJUonLF5L6qK/GfBISTdbsNgnSJ0+tyZ1aB4qG/EJpEn6XhIRP1PKBn3bIdaxtWc97r+rMd2UtO++8CCPt4FHA1/Kd90kj+0aHYHL0H8y8g+45onIg+5/I6Lar94q71fftWDdFvA/wEdJ+/mnA2+X1B+V8Ujg74DjSK93sa7X9SUgSg3kNiok/X7+9xpJL5D0Hq2gU87WnPW8/74Zaf+92Jh6pPdmO+k45p7An8Li+9MVjuMZwO+Qrng5hXS14mvzYwuPgb8IvJi0bz6OdJWLI2mWQyBpILdDPtUyjqHz783rgAdFxM2B31+4nYj44/zX+0bE3ftvpN+fZXFh2cyGJmIwN7PDERFXAxcAE6QsqSUp/Sv/ZuC7pEv3DuV9knYDnwc+A/zjImO4MCI+FhGzuWD5StJBX79XR8SlEbGL9J/wW+f7nwS8PiK+HBG9iHgzMEvKxzqYmbyNh5Mm4Tkv31e9xpNJByjPjIj9EXEluTtkAONd+Novyu9LVby9JzBO6mR5APDziHhjRHQj4uuk7NxrZPCRCihviIiv56uengfcWdL18nYuj4hXRMRMROyLFMO1HG8GHpUL3gCPpe/S8mPdKkVh3AG4MF8y3SEVpB58wDgiJiPqPf1GDlKvlnS2pIcAF0XEMyJlxRERP4uIlx3Je2GjZ53uv78uaT8p6/bTpP8sHvBcecyTpFzcv8v3n5D/PGTxZhFvI/1ntUX6d2DhSZql9r+HcidgE/CyiOhExCdJVxk8sm+Z90TE/+Uu7LdzkH9P1p3QYG6j428iTfJ3F+C3Sb+r/zbkMdlRso7331fn7ZwDvHGRMX0tIr6Uj3t/TioULxxTv5WM40+Av46Ii/O++kXAQ3XwXOU54LrAKfn4+fNLjMP6rV7G8iGPoUkNO++JiF8C5P/XHcwXlnnfolxYNjOzdUnSY4DrkTpaX953/4c0P0HIo/tWeS7p0rU/6Ct0LeV3ImJbRFw3Iv40IqYXGcNJkt6pFDmxl/Sf9u0LFru87+9TpP+IQzrg+4t8+dvufBB9OqkTYSlvIXWgXSMGI2+zBVzWt83Xk7rJjnS8i+mPw3gs8I6IqA5m77jgtT0auNYi2ziF1CUH1Bl+O4FTSe/HT5Z4/oPKBej9wG/mDsEbkgrxNjinknLcKhfn+w4g6SGSfkA66bAwV7byBuBWwPmSPiHpuZJuNegB22hYp/vv2+b1Hw7ckXSipd8zImIb6QTdA4BzlS6L3pkfX3HWeP7P6IWkwsyP8wnBfkvtfw/lFNKJoLLvvl8sWHcl/57Y2tXLf94f+LeIeD/QHuJ47Char/vvSFnkN4iIFyzY71VjurGkD0i6PI/pHxcZU7+VjOO6wHv7lvs+6ffu5INs+y9JXd3/pxShcLBjLxue5RxD3xg4Tily6muSFkYQIulakm4HbJB0G0m3zbe7kU7+LItnfjSzoagmHzEbBkknkTpxHwb8ALhA0jsi4rMRcd9Flr8b8NfAXSNi9wCH8lLSr8MtI+UK/w7wmmWuexHpcv+VXhr8OVKBIUjdHP2ZlReRuh225w6xQY53Me8hRVzcHfhd0qWR1Tg+ExH3WsY2LiUdMAOgFKNxAnBJ3s4jD7Jev4P9R+XNpI7qy4FzI2LmIMsdU9L+eWCb2y7pq30/nx0R1UTNi/0jcI1njoj3kv5DdFfS5Zm/tcgyXyJd+v8iSSeQIlz+IhfWvg58OCLefWQvxUbBet5/56LKuyU9mDT53jMXWaYEPifpQtLvwSvy8/0eK8hL7PMW0ombJyzy2FL730O5FDhdUtFXZLkOnhzwkI7B4+dLJL2etG9/udKl/G6AOwat5/33MvwbKSLjkbmD/5ksfqXe4YzjIuCJEfG/Cx+QdN2F90XE5eQJBvOVBB+X9NlIGf92UAOdeG+p4+f8ZNew8Bi6CdyOdFXoBuCLkr4UEf3/zv42KeblNFLnfmUf8PzlDtY7bDMbjuBYvJTP1o7XAO+LiE9Fynb7S+DftUgumaRrky4vemZELJaJdiQ2ky5b3i3pVOA5K1j334EnS7qjko2S7q+cU3gwuTDxQFLeVix47DJSptorJG1RmuzjBpKqS/GOZLyLjWU/KTPvjcAvIqI6gPoAcGNJj5XUyrfbS/qVRTbzDuAJkm6dP79/BL6cLyP8AHAtSc+UNCZps6Q7LrKNq4ASuP6C+98KPIRUXF7Y3X1Mi2gM5AbsiIgz+279B8UXk7prKqeRik0HGVN8FriBpKU6eIiInRHxnxHxuEjZzK8FbnS474WNnHW7/+7zMuCPJS12FQeS7kzKXLwg7+efBfyNpCf07dvvIunsxdZf4F2kAvViJ2aW2v8CXME196uV6qqQv8z7+LuR/m165zLGtI4NZn6SEStOPwz4CHCfXDw8niM8vrCR5f330mPaC0wqXSn3lAWPL9yfrmQcZwEvqYrIkk7MJyhhkWNgpdzz0/KPV5P+597DliSBCg3kxtLHz7C8Y+iLSY0V+yNiB2mixgOu5ouIN0fKU358HJix/KCIOGRUTcWFZTMzW1dyV8Jd6DuIjIhzSP/4vnCRVZ5EulTsVZq/RK+6nXWEw/k70uXNe0iX+S/7H/BchH0S6SD9atLlyo9f5roXRMQFB3n4caRLUL+Xt3su85dQH/Z4l/BmUsdbXbiNiH2kQsYjSAdJl5Mul7zGfzwi4hPA35AymC8jdWA/om879yIVKy4HfgzcfZFtTJEmhfpfpcsE75Tvv5jU7RqkTm8brK8AN5J0htKEY1Xud01pZnLlv9+W9N3ceY0tzS+/TdIzJL1S0qslvZp0+awn/ToGeP9dr/8dUnZofzHkNdVrI50Ue0FEfCgvfy4pQuOJpH3qFcA/cM3JWxd7rumI+Phil5Mvtf/NXgS8Oe9XH7Zg3Q7wIFKu/w5SZvTjIuIHh34H7Fgg6auSXkWaPOz8iPgxpJPcEfHR4Y7OBs3770N6NikTdx+paPyuBY+/iL796QrH8SrS8dVHJe0jXeF1x/x6FjsGvj3w5fzvyXnAn0XEzwbwGm1wDnkMTfo3/jckNSVNkD7z7y+2sYj473xi4i8lvbC6LXcwWl5MzejYouPjjrrnsIdhZtnH49yvRcSZK11v7PqnxqkveepAxvCzR/31YY3BzOxQJL0BuDQiXjDssayW695yUzzvg7ccyLaecp0vLrl/lnQ/4F+ABmkSsJdIejJARJwl6bmkkx1zwDTwnFhiEhlJXyD9h+k7pA4c8rbePICXY2Y2VLfcfmKc9+CF8zMdnjPe8B9DPX5WmjjsLsB9SCd9d5I6lz+04FJtM7ORd9utG+Mzd77ZQLa15SNfPeT++VDH0HmZ55CirErgnIj4l4Ns6yxSpvLdSRNMPhT4v4j4w+WM1xnLZjY8a+u8lpmtM5KuR8p+vs2Qh7LKVMVYHHURcT5w/oL7zur7+8vpm9xnGcYj4lkDGp6Z2Ug5luYoyXM5fDrfquiD+wL/IOlGwBcj4k+HNkAzsxXKMRar4lDH0PnnfwL+aRmb+7WIuKWkb0fE30l6BSvo5Hdh2cxsmSQtvLxkMbsi4vFHeyxHStLPSZda9YDuwjOi+dLzVwH3I82E/PiI+Ppqj9NsWCS9GPhz4KW+/G9NeaukJ5HytWerOyNi1/CGtDLeP5vZepQzd98AvEFSAdx5yENalPfRZnYMqiYon5J0CukKkjOWu7ILy2Y2JCM3cchy/ArwR0s8LtIkUWvF3XOQ/2LuS5rs6kakPKZ/y3+arQsR8Tek7NB1KcrV6Vg+Cjqkzoy/Zv66mODgE4iNKu+fzWxx5Zo7fl6SpDNJ++zr0lefiIjBZDIdHd5Hm9k1ac3un/9H0jbSMXQ1v8y/L3dlF5bNbHjWXhTGX0fEZ5ZaQNLfrdZgjrIHA2/Js8l/KU+Ide3cTWJmx7CI1YvCOAqeBdxwif/wHwu8fzZbx9ZgY8ahvJ00odsB2fhrmPfRZuuRBKsYhTEo+QqRT0TEbuC/JX2AFC23Z7nbKI7W4MzMjjUR8e6F90kqJG1ZapkRFaSZgb8m6Y8XefxU4KK+ny/O95mZjbILSJcer2XeP5vZenJVRJwXET+LiF9Ut2EPagneR5vZMSMiSuAVfT/PrqSoDO5YNrNhibXbcSHpHcCTSdlqXwO2SnplDsdfK349Ii6VdBLwMUk/iIjP9j2+2IdzjR7zfECdD6obt4NNR2OsZnZY9uyIiBMPZ801HIXRA74p6VMcmLH8jOENacUGsn+Ghfvo9u0KHdbXwcwGrIyridi/8gPhNXz8vIS/lXQO8AkO3G8ve+KoVTbwY+iNzcbtbnLcxqMzWjNbkV/sm2bHdOewdrRau1EYH5X0e8B78tUWK+LCspkNz9qLwqjcLCL2Sno0aSbW55IKzGumsBwRl+Y/r5T0XuAOQP9B8cXA6X0/nwZcush2zgbOBpC2BfzGURuzma3UBw6z42tNR2G8L9/WrEHtn/M26n10ozgtJtpPPSpjNrOVmeoc7pQca3KOkkN5AnBToMV8FEYAI1lYPhrH0Lc7aWt8+ffvspznPvyBm9my3Onc/z38lddgFEb2LGAj0JU0QzpBFhGxZenVkpEoLOeQ6HOAW5D+EXliRHxxsWXHNrRodBv0ur1VHKGZ2QFaklrA7wCviYg5SWvmSE/SRqCIiH357/cG/n7BYucBT5P0TtKEI3ucDWdmoy4i3jzsMRwJ75/NbB26VUT86rAHsRzD3kcfrBvSBWczOxIRsflI1h+JwjLwKuDDEfFQSW1g4mALXudXTuNdH/13vvD+/+ML7/sKX/vYt5mbnVu9kZrZAK3ZM3qvB34OfAv4rKTrAnuHOqKVORl4bz44bQLviIgPS3oyQEScRerEvh9wISmv9AlDGquZrbbQmovCkHR2RCyWdbmiZUaA989mtqRjsGP5S5JuFhHfG/ZAlsH7aDNbnEgT+K1Bkj4REfc81H0HM/TCcp706q7A4wEiogN0lliezcdtpDXW5lb3+FUe8OR784IHvgx8ls5s7Vljv7aS7gx8KSJeDby67/5fAncf2sBWKCJ+CtxqkfvP6vt7ACu6ZrrRaLFp08lMTu6iLLvunjBbw9ZgFMbv5Ev3Dkasgf300do/A4xFg+uWW7hSU5SL/APcU1n/vbuMf6CbiC5BE9GINB94gept91TW26mWPdg2Fru/EcUB21jJ45Wx/D2eVa9eD7jGutX9S23rUMv0bxvm34vqufvHXd03Fg0KxJyWvhKz/31e+JoXbnOh6j3o/3yrcR7sM28uOPG/8H1aeP/YIvuLapzV+Iq8bv/3A6CV163eg8U+m/6/L+dz738dC9ddOL7+x6rPrP+xhd+hgz1Pte3Fxtb/OS9n3Id07BWW7wL8gaSfkTKWq0uwbzncYV3TUdtHN5uwbRv0etDtwszMiuobazjX1eyYouLQy4wSSeOkxt7tko5jvvNvC3DKcrcz9MIycH3gKuCNkm5Fyin9s4jYv9jCAZQRnHn/2/KUh72Op970dG5x3zvwvU9+i+iVECVRuphhtmqOJJVm7f2q/gHwWkk/Aj5MutLi8nwA2R3u0IbvpBu0+Z3nPp73veA9TE5ezezsfiKCsnR0kdkw9A7zVy9Yex3LwHOWscznjvooRthpEz2ef2KDsy4+jr3qUBIUiDEazFEypfTPWIGYVId96tCKBm0Kevkf7LkcfzpBkyJEVyXtaHBCbMjFNdFTMEuPSc1xVTHFeDQZiwaz6jGj+X8qN0ebIsSUugcUuido0oyCLdFmRj2uKPbXRb8GokXBpmizMVrs0Sz71GGOkp5KWtGgkZcrENvKMQB2F2k+sIloUSCa+Xl3FtNsjBabos0M3Xoss+qxKVq0KOrXfFyM0wxxeTHFnHpsjjYlwX7NMR5NtsYYTQraUTBGg/FosFMzXF5M1WPaFG3aUXBVMc0cJdcrtzBGgz3q0KWsC5szdCkQ4zTp0GO3ZtkULbZEm73qsLOYqYuZJ8UE49FgRzHNFF1a5AInwTgNtpcbAOiopEvJDF2aFGyKFh2VdOhREvXrnqNkS7Rp06gf6+Yi8JYYq8fYpeSqYoqt5RjXjo2UBHOU9Wc5qTn2qsNJMcHmaNGKggZin+bo5O8HwLUjTVi2UzMUiI3RYlpdrlR63zZEsx7DlhhjY7TYqWmuKqav8RlV36/quwVQKpihx0Q02ZbHXyB2a5YriimOizEmosXWaDMRTfaow4x67NA0JcH1yi00EJcUk8zQqwvklTYFE9HiuBhjOn+HZtRlv+bq35/Ty81MRJOLikn2KfVPzRzmVXsREOWhl1tj7jPsAQybtl+b4g+fTVzyE7jyEuKrX0rF5c5B++3MbBStvZM8fwI8k1RE/hrzheW9wLInAxiFwnITuC3w9Ij4sqRXAX8F/E21QP+Mqbe73e0oCb79/Uu4071vzrWvdyK79sxAo5FObfZAxbH3r63ZyFpHNcOIeDKApJsC9wXeJGkr8ClSofl/I2IdvSMHarb2s+3aX2NsbBOdzgy93twBReU4Bv8nZGajYa1nK6+KgLIsaFHQpEgFMOa4uphv9N5ajrEtxhjP/0WYosseddgabZpRsJEWTQrGcwdmGUFXwcXFPjZEk1NiI7P0uKzYz1g0OLXczF7NsrOY4dRyE9cvt7JHHaZIRcfZosdxMUYzUqGzFOzOjefHxRgdSiajk4vBRSqAKhU1Z+nSplEXfPs7YqfUzYXPaRqIk8oJSoKLi8lUsFWDIsQJ5Qa6lOzRLFtjjO3lBnZphr106sLndcstbIgmBWlWsYloMouYysXfqsB8RbG/7kY9LsbYEmNMkbYxR8kc0NMsLaXPYCwaqK+Q3KWkSXqNVeG4FQ02RYszyq3s1xy7ihlm8oHXieUEW2OMjdFMxeSS+uQAzHdM79IMpaI+EVCtv19zbI0xTo4JFGn5veowpfS+FgF7illm1OXUcjPNELuKmfqExHg0uXn3BHoK9mmuvr9DOoEwHk2uVU4wpS67ixm2xBjtKNhRTDNDj225EH+Z9tdF7bFo5JMW0JDq72o3F453aJrLiklOLCe4UW8bO4pp9qnDeDRpkD7PNLYGXUVdHIbUcbyXDh312KMOJ5cT3LK3nT3qsFez6X3KxfhmFLQp6tfTzCczJvK2upRMao7jY5zrlJtoRfpMd6tDqRm6UdKiwUQ0aVJwSTFJSdCOBhujBcDVazcObuAi4jAnmj12xOUXUb7iBcMehpmtMxHxKuBVkp4eEf96uNsZhcLyxcDFEfHl/PO5pMJyrX/G1Fvc5hZx3kXfYMdPpmmOt3jpC9/DFVdNQlGkU7i98sD+cxcyzEZTsGYv5YuIHwA/AP5Z0gbS5dW/D7wSOHOYYxumRqPD5u0/pN0+jUajSVE0iCiRRESgvG92gdls1GktRmHYIagIxsbmmEVMaq7uXD29t5mOyrpLdlJzdcfltctNbCxb7FOHGbrszd2Wm0idv1XBb2O0KAl+3thLh5JpdWkgulEyHk1OjgZdyrqIWCp3S0eDTdGuO4i7lHQo6ajkJ409uejao8V8lEIzCqb6uqFbFBwf42ykxR516NBjnNTlOkuPDiU7immKENtjAyVBJxdXu5R1J/WGaNKlwXjumC4jdfE2QwTBvjy+cZq0I3XzVoXaNgXHleN1Z21JsFPTtEid11VHcKV6LVcU+2lGwXXKzTTyez9HSbNMxdRpdemqZA+zNCnYXm5IXcaROnAL4OJikr3q5J8PLLCXRF0gn1B6vJU70OcoaUfBtrLNRDSYiILLGg12McsYDRQwEz0aiCs1BaJ+jlLBlOb4QSN1GVdF2HY06KjHFF0Q+bEG7WjUBf/Uid1IxWvEDF1KRS7ei5kcOXFcjOfvQ3qfO5RsihbjsYEZulxZTNXfvfF63W5+njna0eCUciNdRRo/0FVZd9/vLKbZHbN1J3x1m4gWbRqMl6nwf1kxSYeS42OcArFHs4z1bft7jV31+1mdMGjm7+QM6feoes5Cqjup4wgu2ztWMpYlfT0ibnukyxwLdK3TKJ70LMrPfAD27IGdO9NlR4cZK+c4OrMhkFCxNvfPEfGvkn4NuB59deKIeMty1h96YTkiLpd0kaSbRMQPgXsCBw3uv2L2Ml72/ffSfv/xjF3dpTnZodFspMKFBIWgPwpjrYWcmK0ja/mYJ2cQnU7aj14OvDEinj7cUQ1Xg2Djtp9RFNejKBpIRV1M7rfYfWY2QoK1GIVhh9Bqz3HtU67itJ/ciBYFlxVTKbqBBt1cEB2PJhPRpEtJI3fP9igZz5f0QyrOddSrC4kwH0FQoDpyoL+AC9DMxccpzTFD74C4hY7mH5/N67RzV/Q4aTxTuVjdyN2y22Kc8WgwRoP9zLFTM0zlwmyVaXtcjNeFxm4uyLZpcGJMUOQxzUaPGfXqLtSqIFtqPmN3InfEztJjVzFTRy8Adafuthijo74OawpmlIrxx8c4E9Fkt2brQm+lrWCvOjQomKVLmQuym6LFaWUq4Y9Hg/15Wx16dYG/jOC4GOfE2MAVmqq3XUVIFIiJvv/uNaNgE+26q3hKXS4qJmlS0KBgnzpM5WiPpgomosmmaNVdxqmbORW4q4Jt9Xk0c3dxM8eWVCceOjleY2Mu2KbvRckOTafXz/zyVVG8nTvYp9Vjj2ZpRsF4fq9n6DKtLnOUbIsx2jSYzHEo1Wuuvp9bos0sPcbVqF8/ou6MnogWM3SZVT55Een726JRn0zpETRyAbxAbM3f7V3FDEWk114SbMjf/+p1T+XvUhXfUkQqyJdK368jOQQ+VgrLwK9I+vYSjwvYulqDGabYeSXleW9PReUqZ/lwt7WW/4NlttatvSgMACS9FbgB8E3mr0kPYG0UlrOnA2+X1AZ+yhIzpwooFHnGRYhGsWY/PDNbmyS9mDTh6E+h/t9lAPcY1phGQUGwYeOVdbeyJBeRzWxVSbpFRHx32OMYTSJCFKTO0xv1tjKrHvvVTTEZuaA6pS7jNNkU7QOKrZCLv6H5AmzuPG7micuqYmy1ra5KmpEKjpVenhytGSmPuFqnv7DYv42OenXHZ6VAFHnMVZ7z/r6C7axSp2212gy9One5JJjui4xohtgYTfarW8ceFIiZSN3C+zRXZ+emjOKUO9wiZQaP5dzm6j2p8oi7OW+4KshX72ED0cuvraeSMoIdxTTtSLEevSjZW8zSyYXaFFGRuqar92ROPfYzR5eSdh5zV2W97eqzqsZRRY10FUzmfO1ezknuqGSSOTrq0Y7UXVx1/lbPXxVI50gdv+kzhy2k78iMurn426y72Iu+97s68dDJGcVtivrzmijnu42BVPxXo37+E2KcOUpm1GOKubqoDCnOo0PvgO9Y9T5X390uZb38XH6PtkS7Hk+Kdmkypbk6BqSd35smBceX4/mESBrfeDToqGQfHVoqaOdu/KpTfmO00mcV6XepyqmuxlZ9Pi79AXDTZSyzPiLm5jpwxRWHvbqLyWZ2hM4EbhaHuTMZicJyRHyTZV4+LoJGUc5fQS+IquV8ffyzY3bsWLvHQA8DbhARnlGjT0GwgTmk+W7lapbqKg7DzNaCNR2FcVZuVHgT8I6I2D3c4YyOCOjONZhSKiZORINm5AnxlAqPk5pjnzpszvEUM0pFw04ukla5uAA9lZC/J1WGb9W92R/90CR1vs6oV3cwt3KURJWXXC0H84XXKlKiygRukfOhc9Zyf57w/typXHWwTpE6lCc1VxcS+wudk3TqztEJWil/mJKuSoqY755NRd1ZejmqoZmLyUBfATd1cU+TOqrb0aCrkim6KfIhFx6nNF903hStPNFfev9S2ELkd2C+M3wyF4+rom+VfV3l9HZVMst84b2RYyaK0AGfQf+fVZG9kbuqmxSpg5nUzd2kqCMcGrmwvCkXz3drll5fpEXVmV1tv54IUKmwWhWmW9HIxeFunYdc6X+vq8J8VayuJsUDKAIQdWF74WsD6OQYjYkFxf7q+dIJCdVdzTP06tfWjIJ2jviYIT13O9J3t35tmj/hkTqZ44AJDrtR0uOacV8LJ/xLn9fhHhPpmOlYdraymR1z1mgUBvBd4FrAZYez8kgUlleiUNAqSuakVFx2t7LZ2rV2D4y/C2wDrhzWACT97jIWm4mI84/6YLKCYJwejUbVrbxmP1+zdW+tRmFExF0k3Qh4IvBVSf9Hiir62GqNYRT3zwBFo2RiU4ofmFKXqzRdZ+4uLIVVkQgHrN9XAEzdwI26kDypOcaVcmlLpSJc1bE7Ho3cIdqhq5RDS+4m7Wn+mYtS81EKmi/e9ReUDyhAUh4QV7GRFttijFbu3iWgp7T+cTEOpAJ0XfjMhb2Z3FVa5fhWXa3NSN3ZczmX9/gYrwuUVY5wSdDI/9alCI40hhl6KWM45sdb5hzeOUpOjXE2RYvNkd6Ny4tpZknd4yXBRC4cV8X2anxTMccELbaVY/n1UxfRq27iDfl9qt6f6vXu1ixFqC5qV0XfInL2by62lpHf95iffK4qaLdIBfxJdeoibTWxXVUMLkL1Z5Uyqgsmqo7fPMldEaLRV0BvRsG2coxSqcheTzLYdxhRffbjOU6jR6QTIBR1FMYcJQViey4GV4XlqqM5xb6kmIr+LPAyos6CniF1qlfPV2U+d/KJjq7ms8U7lMxolnEaTESLDj0uK9JYesrxHzlzuZoIcGH3/eE4VgrLwzKq++iVcLOG2eiRWMv//90OfC8fN89Wd0bEg5az8kAKy5KetYzF9kfE6wfzfHlHWuTisq+0NrPV9VLgG5K+y2HseAfk34H3A0v963VXYPUKywHjdA/oVnYUhpmttoj4saQXAF8FXg3cRulI//kR8Z5VGMLI7Z8BWmNzXPuMS7lZ3JJLu00uacywWx1+Uuyp4wl6uWCXiqDU2cBAjqUoD+gA3a85WhRcq5ygq+CqIk1YN5En89unDscznguoYowGVzGd4zYaFNGsC6JXFzO08qRoZQSXFvupMptTNEeLKXW5WjOcWG7ghBhnX44v2BptxqPB1Zplby6KF4jrlJspEJdpf13ArPRyREMjCloq6m7fqmjZJBV2u3l8P2nsBua7hQEmaHKd3mZ6Cq7WLCWpgDtBi1PLTcyS8purjtWUbVyi/PMedegpFZy7ShP+9Yh6HFWneFWkHKfJ5mixNdrps4pgUo06nqMk2KN0WHJquQkCflnsq4voE0oRJ+0oGKPBNF12a5ZZ9ZhTj/FcBK3yratx79YMPYKN+XMsFxRHqyiIKbpsZwPby3F2F516vV6OBGlGwWnlJsZocFkxlSbu69tWEdBUUZ8UaEeDzdFmv+ZS53jeVtUJvk8degSnlBtp0eBqzdBRjyuKqTobuTJFlzn10ued//M4ljvGqy5pgJPKCcb6vkvjHDgpYnXCpPq9ANhEm21lm91FhynSRIGNSBEb4zSZylEjM/TqkykuCw7VSO6jzcyG6EVHsvKgOpafA/wbS++cnwwccWFZBIViDTc6mllFa/eo+s3Ay4HvMJ+xvNo+FBFPXGoBSW9brcFA+jzH6OaM5fn/vEsFEcN6m8xspSLWbhSGpFuS5uq4P/Ax4IER8XVJpwBfBFajsDxy+2eAqb0TfON/b8U3Nc1kkWMaKJigSRGqJ1arIiGqomZXqetYiEmm67iBatK2kuDyYirnDTcoFeyouqGjwcXFJD9p7GEsGrQouH65lZv2tnF5MZ0mm1OXBsGmMhVsdxSpq3qCZupkjTHGaLA5WqmDVqKjkl9oX/3aOupRSGnCtVwsTl2kqSD9K+VmZlTyg8beVByvuv2CHIOQYhN2a5ZtMZYmMMzdvlWHdtW/PUOa6K3K6b24mKSrkj3qcEI5zokxQY/0c1WE3BQtxmhQMkY7GuzRLPv6Hq+6iquIiim69XN0SXEXVRfwVZrmsmJ/3Q0N8xMI9qsm+Ksynqv1Z+jSkdJkfMwxqTmuU27mpHIDM+oxq149EWA1sV6n6tBVr56ErspUriZHrD4zoM5D3qMOTUQjP3eTgr3qMEaTa5cTlAS/KPbRUY+9fZ3k49Fke7mBKXX5RbEXIBe+m7QpmKJLryg5udzIRDSZUpcpumyKFkSLK4qp+n2oissNVOc5pxMpDdpRMKk59la50yr5WWMPQF1En2Q+9ayINJlkO9JnM6MeVxZT7GSayxv70zI5eqXKm646oHtEen/yV2//kv9tXkKwlq/4W5SkpwFvj4irV+kpR3IfvRzuVDYbcWs0CiMiPiPpusCNIuLjkiaAZf9nYFCF5bdGxN8vtYCkjYN4onryPpiPwli77eZm69eRxMsN346IePUwBxARjxnEMoNUBLTpoUZxjYxlM1tLtGajMIDXkLrRnh8R09WdEXFp7mI+6kZx/wwwvnGGG970Z7R/cGbuTU6afUW/SXXYpw7j0TwgW3Z3MVMXFwG25AiCKqphPJppOc2yKVpcL7Yg0kSBV2uWy7S/jt24RJNc0oAJWoznztgqRqEaTxW/UDI/sV3V/TupDjP0mFaXDdFknEbd9dxAB3QUX9DYRQPV+cjtvv8jzdDl6mKG8WiygSbT6jKrHjPMZzdDKia2VDADdAm66jFLjzlSrMfGaKUiazRp06CX4xg2RquOFNmtWXoq63zhvXSYVY9mLi62osE4DU4vN1MS7FTq5a06wjdGixl1uUSTdaF2C20maLFbM+xRp+6+rbpxryqm6BI0c4F/gpzLnN/r/Zrj5HIjZ/S2sFMzfLe584Du4olo1lEjVXG6iqfYlDvSd2iaiWhyUjlRZzZXkymeGBs4o7slTZoY4sp8IiHlOKdCfi9P0EfAtFIxfVuMU0QaZ1WknVGXabpMao5mfm/bZTtlRudO6wKxIX9nIBXbq8L4RN93Ik3W12BKXfaqkyYDVC9Hf7Trju7dmq0LwpAL1EqTC3bUqyMy2tEApUiVjdGajwXJ3dhV/nj1HZufvO/wDoKDYzIK41rAVyR9HXgD8JHDnUBqOUZ1H70cnrPEbJSt3dqkpCcBfwwcD9wAOBU4C7jnctYfSGE5Iv5yEMssV0Es3RttZnZ0fU3SS4HzODAK4+urPRBJDVJn3vXo26dHxCtXfSxAg5KiUY3NMRhmtureExFv7b9D0p9FxKsW3n+0jdL+GaAxNsdxp+xka9lgdwN+UuypL88fp3FATMQcJSgV95pRsCXG8uRtqcC8W7MUiG35/kovRwp0IhXepnLxcCwabIoWE7SYpMOUuszSo5GzfYtcKGtGwbVjIyXBFZqqO6dn1GOvOnVHbypiqu5GrYqqm0iTDu5Vyuntj/GYUbcu9nUoaVNwQrkhdcvmzOCtubBYdcF2KTk5JmiVBZcW+5nOxcOF3cFA3Q28o5hmS7Q5LseItPuyoSc1R4ce44LxaNRF1Mnc8Tubs6lTBEODE8sNafw5rxmo4xWq+ImJaDERrfq9Pq3cTAH1+7cp2nUsSRVzUnWTd3Nndfosx5lijuk8WeOMevUJhKoj+ZQy9QntKmaYI2VRlwommcvv63xW9R7N1pMZ9udM79JM/X40KTghxikJriZFiezVbP3/vGrCv+PKcW5SHsdU/gynNX9SoEXBXF9Wd3VyoT+PuxrbZI5IGVf6vhR58sr+LOQZukxpfnLI65Sb64iQLiVX5o76/u9AOxocF+O5c312Pos7d6RXi27q++7s8X9maxHxAkl/A9ybdMXJayS9G/iPiPjJ0XreUdtHL4eLymZ2lDwVuAPwZahj5U5a7soDnbxP0jbgcVxz5/yMgT0HMZ+xDClfeY2eFTBb37SWL+W7Tf7zTn33BXCPIYzlf4AZhhvLAaQojBYlKgp89s9sbVurURik49B/WXDf44FXrfpIRmj/DNCdabPrku3M5CLc8TFON1IBsSSYIU28tpl23QE8Fg3aNJhijlJRdwVvyh2g1WRtVTdsI1IvdFWUqyY0Q9RFvirPeVM18VqerK0quO1njq6CWfVo5OI1MB8ZQdDri+MoQnVnaTt6oEY9Edt4NHKxslNHN3Tosb+YpozULTtHyax6dVE55SB36wnXrs6FzqoLub+zusz5yECeBDG9PwUi8li7Ctp5sro6hiEXW6uIkV05i7iaXK6a6G9GvTyhoSiUJsVr02BDNNmnTios06IdRc7A7rEnZz1P5YkAyYXjzbmTdlJzdeFzJhfPq3iH6jPu7/qtsoebUbCBJq0o2FCmbOzqBEM7CjpK7+NY7o6u1u2oRycXoRt9sRopYzt9dlXhvxkF28sNdFTWedOQIjgmmavHUt2/MVq0c7byHCUnxQTtKOpc643RYo4eu4oZSqLu5p6hx0Q0maBVdyCPk7r0d2s2TWJINbljr153jrIusvdPJlnFxxR9cTDV96L6XWvTYJJOHSVzJOXBY7BjmYgISZcDlwNd4DjgXEkfG2SD2gIjtY9eigvKZmvDGr5adzYiOtX4JTVZwT9VAy0skwLuv8TR3DlrPgrDBWWzNW6NHiNFxN2HPYY+p0XELYc9CKg6lgMV9T9I7lo2W4ti7UVhSHok8CjgDEnn9T20Gdg5nFGNzv4Z0uTXzVaPDZHyiqs4gBlN15fsL1Qq6ESvLlJWBbJmpCLxVN0B3KujCyAVAsejyZZoM6m5uhMXoE2jjiaonreXC86lgr0507aB6i7qqru1QyoC9ggaCybim6Osi67TebwLO4snokkTsT93MneVCp5bo50KxX0HJnVBNReEq0zlqog4m8dRrTNHyXh+/vl4j17O2G3QpKyLxvVrJyjy6+vl4n6plPXbivnojk7uBO+qZCbSMlV3cBk5l5gm7WiwV7N0KNkWY/X7ATCbs5UbOb+5nYvuXaUO867KOue5ipDoqq+Qq5L9MUdTVe5y+iza+eQDAWOkv49Hg07VRRyAqGM25nJh9fhynALVk/K1qufM7/vGaKUCb0TdAV1/LxcpfFdZ2f0T7fXyY1vyyYnq85uhW3cgdynT5In586oK4dti7IDvXPVZVLniHfXq2Bag7vyvThxM0KpjW9KEiEX9PlRvy2EJONamrZD0DOAPgB3AOcBzImJO6SDyx8DRKiyP1D7azNa4lNs77FEcrs9Iej6wQdK9gD8lnXxblkEXlscj4lkD3uYBFn5M4eKyma0SSQ+IiA8c6TID9iFJ946Ij67icx5UI3dU9E/eZ2a2Cr4AXAZsB17Rd/8+4NtDGdGo7Z/H5jj+tKs4gYJONNilkjmV7NIMjZx/XObiX4uCsRCz6jGXOzHHabA1xhjLHaFVp2vqgu3U3cxVF3HVoVwpFXRjvju2ioWAVESui4VVrm/umq+6opsUdTZwNRlc/drS/+bYEE025sJy6pZN251VmnCvGyWlqLtKq+epOoW7uThdRSJ0KTkuxtmQi7A9BVuifUChs+qCBeqOYoApdemQJsObpXdAoXwq5/pOlC2akSZBbOYiaPU+tHIWcNVBnYrJJb1cVG5HKtBXOcMTkUrgk0qF4RNyFMe2sk1HJT9p7KVDL3eiK2coQxlRT+I3EU02056fVDA/Z/peqJ4QsOpIr2IeZvLnWL32GfXqwncz5ovYpYJeNGjkDupmjg8pc7d2NRHkOA02RTvFfygV7fs7gHu5aH11MVNP1DgWjTrSpBrHXnVo02B7OV5/frO5g75DL32X8ne/ikqpIj62RJsWBfuUYj6KPNHjlvz+7M0nLqqTHuM06BF01OVa5QTHxzi7lL7n1WdUdTQD+CjpANuB342IX/TfGRGlpAccxecdqX30wbhb2cxWwV8Bf0hqEv4TUtPwOctdedCF5bfm0OcPcGDu6K5BPkmhWMNX0JtZbe0dJ/2TpEtYOufhH0n7wNXyJeC9uatjjjS2iIgtqzgGIEVhFIGvJjE7Bqy1KIxckPgFcOdhj6XPyOyfAaJbML13gv0EuzXHzxv76FLWk7TNUeYYg9Rx2qbBXtLkczO5CLdHs7TVqDuUry5mgNRd2qKoC8pAHbtQEnVkQZV/PFv0OC7GU6RGnqjtqmKaudz13EB1R2h/d3MzClo06mJg9XxbYoxmiD2aZWfuwK6iJpDqrN59jU79fqTJ2pp1p+s4LRoUTKvLFHOcEBvYmLtTe5qfUK8qmPdP6tbfuVoVVKu4hSqCoiqeFohZepSROmbJV/akTu5miicpUvb1JcUkY9FIExnm6I5N0WJjnviwRcGVmmavOnXhElJX7EXFPppRsKlo5yzl2XrMXZVM0e3rLk6F4XGabIoWVxZT7FOHE8oNbKHBZC4onxwTAFzBFKWC8UgnFi7Xflq5sF/ldlfF34206oJ7iiNJ98/RYw7q5dOvSCqoz9BjXzHJceU4J5cb2acOO5SyjVM3d4N2Xq6nkonywKiJvVS50WOURJ2LXH0vZ9Sti7xbos1m2kzTrTvDS4LLiv30cpd+/dmq5Op8IqYqlu/RLBujxUnlBJN5osYx0gmOjbEJgCuLGfZrrt4OgA47MkzHYhTGGQuLypLeGhGPjYjvH8XnHal99MF4wj6ztWMNR2FsAN4QEf8OdQb9BmBqOSsPurDcAf4J+GvmS0YBXH9wT3HNnWro8P9pNrMhWnvHSFcAh5rQ48erMZA+ryAVUr5zNGfQXq6iTipyL47ZWhWsySiMz0fEXSTt48B/XYZZKBip/fPcbJsrfnEtdqvHnILjYox9muMXxV5OKMc5NTYxmYvHXZqMM9/RW0gUpTip3MAYjTreYjpSh2cVA7CJlFG8Vx02RYtN0aqLbVuizSZadYFxeznOpmgylbuiOzFffC0JrtYMHXWZZK4uWnZVMqce28oJTohxrtYsezRb5zhXqskGqw7bk2ICAmbI+ch9Bb4uJbuL+Q7ciTzu/ZpjnzpsjTatKGjqwMJxKjinKApyR3QV9VDFgGzJEwHuVYdJzTGj+Y7YRl+XdBU5MZUL8VWm78ZopW7YaKQu8dxhfjlTbIk24zTrjt+q8Hp8jLOlL66kKu63KGgx3xG9P3eMz+T3YiKaTKrDLqWTBdXkfqlbN084l9/PKv+6iqHYFC1m1ePqYoaTy43csJxIERMquVqz7FOHTdHOMSEpL/GqPLngRJ7Uscqurp6LXNS/rJikHQ2Oj3GmNMceeoznTuHtsaGOMKm+O+1osIX5XG6Yn2iv7jCO+RiMNCFgL3csz2crj+cTGFVneiNnXB+XJxusspZbFHTU40pN0aFkWl2uKPbXWdfVDaizwGE+EuNwHIOF5Zv3/5ALGrdbhecdqX20mR0D1m4UxieA3wIm888bgI8Cv7aclQddWH4WcMOI2DHg7R6gWCQDzszsaIuIuw17DIv4MfDdUTggFrlruVFlLBdr+aytma0hEXGX/OfmYY+lz8jsnwHGjp/kFvf+Gjf55C35eW+MXzRSUfD0cjP1BHcUnFxOsFuzXFZM0s3FrxNyR2jV+VkVZjdG64DC6I7cLVwVHqsc2xYFXZXspVNnE5+gccZosDValAH7i7n5CAXmC3DjNOpC7Qypi3kqF6vr1xYpvmKvOkz3xWVsjw00KQ4o8HWrrtMomKDJpmizuUwF3EaIafWYpcukOkzRraNCTiw3sIkWHQq6VbRB7npuUtQF4I202KMOl2s/M+rSzmOrip4FYlId5ijZqw4tCq5fbqWVi51zKtmjTj3eGbpMFp26aNnMRdIy5ie2m6FXd9Z26NWTLQJM0ErxEGWR40HKOje4ihipOtR3MM3+Yq7+3Ks85Fa+gmGWVEA/uZygq+BKTbEpWlyn3My0elylKUqCXZphUnP162tRsFsz7BZ1d3l1gmHfghiVOR0YINwj6ve3GQVjOXKikbvSmyF2q1NPHAjUEStVFEc1ueQMXTrqsU8dTi43ckq5kV3FbD1RYH+OeBFQCnZqOp8MaOTv8CzNKDi+HGdGqat8U7TYHG3QHNOkSSu3l+NcWUzXJ1maFEzRrd/TWIPdFYMm6XlAlem5t7qb1Kx29ioMYaT20YsZ4aGZ2bFlPCKqojIRMSlpYrkrD7qwfAHLbJUehBBLX5BuZqMrwJk2A3EZ8GlJH+LACKJDdVYfFe5TNjsWaM1FYVQk3Qm4ICL25Z83ATePiC8PYTgjtX/u7hvnoq/dkO+Uc1zWnGaaLt2c11sVJxuIllIB78Rygk3RYowGl2k/uzRTT2hWTZq2W7O0KDix3EApmCJd7j9RNpnUHFcVU7Rypu4MPeaKHjfobWNrtDmxHGMsxE8a+5nUHN1cCJ3SXF1Unogm22MDHXrs0kwd2dGiYCKabCJ1wUYeT+oIVur0jYKt0aZATJOiD45jjOnoMlP06kiLVECeS5PYUbI9NuT150D0ZfCm96jq4h3PhdEJWhSRoixm1OMi7as7hCeiVXcs71WnnlCvmSdya+QO2hTDUDBHr/5Muirr7uZqMrjtseGAIvkM3dRhnXN/qzzmKhe5RcG2MnVvV5nPk7nTFsj9/OQTA3Nsos323oYcrdFlim4dadGm4KRyggZFKopGyQQp+uIHjavrEwBp0r80uV06iVAy1zcJ42TOQV44+SGk92NDLtRPRJOOyrpIPkmnzllu58kHq/epKtpX3e5780mHTdFOky8G9ZgmosW1y43sV5efN/bSjILN0a6L65A6nXfkaJYTy3RyYlJzqUu6HKenYF9+H0/IkxBCytjeQJNdmmFXY4Z2fh0przmdVOhEKixPHeZ/YoNjp2M5Il4KvFTSSyPieUMYwkjto11ENlvjpLUcCblf0m0j4usAkm4HTB9indqgC8s94JuSPsWBO+dnDOoJ1uzHZGbX4IsPBuJn+dbONzOzIxOsuSiMPv8G3Lbv56lF7lstI7V/jrKg22myLZrQ25CKvSrZVcyyLzrsKmbqLNyqULY3d852VdYTnBWIbeUYm2hxrXKCUIpIqDqXq7zhNo2603WOMsdCTKBc5Lyw0amjCKpJ8wrUNyFdty7+dhVMqXvAxHZVEbCXO3876tGhpBEpkgKV7CTFOlQZws1IndM9lZAnAKyiLyaZY1KdutDcpsH22MCkOikDWNST71WvqVSkSQYFU33dsHUGcC7mNknd0+O5e7mKxBjLHcw7iuk6tzlN2tekiNS92845wB2VdexFt6+rdzyadUG1zpamUUdK9Hd2QyrWV3nOG2mxMZrs01z9Ge5VGu+WGEsT50WZ3+dgt2YpEJvyZ9SmwZayzbYYY1Y99qtbT3LXJBXPu/mzaOT3bo6ShsQJsYEiYHcxW7/2HsF0jsSY0hztnC/djbL+DItcaE/92aKIlH1cnewoiTr/eIZu6shWitVIsS1dmiqYpMM+deoM6HRyY/69qmIxUnb1fLb2pcX+uiu/+qwgFaNLHVgoT9+b+YkNq88HjiRj+dgpLEu6aUT8APgvSdfYR1cFjqNopPbRZrb2ae1GYTyTtC++NP98beDhy1150IXl9+WbmZmtgoj4u2GPoZ9PFpjZkKn/suaIKCUN+nh3WUZt/xylmJudr52krNtgHx3KHFFQ5c5WRbKquDZO4xqT86XiWll3C3dJHbbN3FVaFdgaiPaCie0KxAzdOqu4QGwp2zkXOT1nVcSdyYW57bGBGbrsVaeOcKg6dCEVWMfpK/LleI/+Qh9KRekTygM7f6v4jcVMRIvxBVm5kLYD1BP6tWnkvOX0eDMKSkVdbK9eS5mLw1VUCKSi9Gx+nWO5c7ZAHBfjbM6xCnvU4cqiZEpz7Ncc49Gk1dc9XheWc9Gxei9m6Nad3g1UdxVDirYoFexnro6PSGNXfXKgej3V+1n0FUTT5IOQgiSCdhR0VDJJh67KPPFgY76gn4u7vZzPXEj1e7oxF6urwnKP1GHcpWQ8mhxfjted312VdCIVwAuJTl82cvpuq/5Mqu8dUE+kuFszdPLn3b9sOxrM5M+i2t5U7lTuLyB3lSamrE4MVAXldjTYTvqeTqlLo/pdUSpyV1EoB3wn17dnAX9MyjpeKIB7HM0nH7V9tJnZsETEVyTdFLgJ6V/+H0TE3CFWqw30QDsi3nw46+WA/q8Cl0TEAwY5JjMbYat0XC3pPsCrgAZwTkS8bMHjDwZeTJpPpgs8MyI+v8T2vgq8EXhHRFx91Aa+DJLOJE2Yel369ukRccsl1jkdeAtwLdJrPjsiXrVgmbsB7yd1cgC8JyL+fpBjN7NRtXajMICfSnoGqUsZ4E+Bnw5jIKO2f5aCotnLE8wFU/TYV8xxVTHNhmiyKVp0NF/YgxQ5kLpClX9u1LEK1cRwjRw9UXWEtlTSzRPxAXVX50yeiK/aZjtSdEI1YV1VZN2fozAmciGvQ49xmmyNNvvzRGl1J3Pukt6Uowzmc5TjgELxpkgZu93cATwRTbq52DejLrs1W2f8VvEVVd7zOM06SqGK26gK39U4UuExFWEbUdQFxSIEIndTpyiNOfXYGK26oNmvyk/er7n6MxmLBuPRoKNmGjdlypDOn8sBhWXNj6u6bYk23Rz5AWks3Ujd1ilzuVdHj2zI3cxdBWV+/6rJ8foLzN3crT1Dj0nm2KUZNkUr52B36wL0OA02RZt2FEwyl58rbagaz0zOba7e5/7u6y4ls+oxDozl715PJTORCuLVd7Mq7Paf9ChCtKOgq/Ta29FgU7SYEUyS/q9cdYYDtHOnfamAgJaKfNJhvgDdpEgTVEYvfU9VMpVPFPTyd2tTtOoTJlVkRzW2/kkED1usbsfyMo6hHw08N/84CTwlIr61nHUj4o/zn3c/qi/iIFa6j/bxs5kd0tqNwgC4PXA90v7wNpKIiLcsZ8WBFpYlPYBUnKl2zsudifvPgO8Dw5ix28yOYfnE1WuBewEXA1+RdF5EfK9vsU8A50VESLol8G7gpkts9hHAE/K2qiLzR4c0+cfbgecA34GDtFtdUxf4i4j4uqTNwNckfWzBewLwucM52beGLwEys2wNF5afDLwaeEH++eOkjrhhGKn9c2Osy/bTruJkGnRLuKoxiwKOi/GUYVzMUKC6Y7aZC8CQul6roipwQPYucWAMA6QibBWZUHW+NqNgPG9jJsdDFKjuYq1iFqqibDUZW1UU3kcqRG7L461iDiailTtE5+qu2Po15+Lmthirx92hx+XFVJ2dXI29P7N5LBdnmyh1yBYl28sNTJAK4R3SJHj1NiKYVOrgHc+Ty+0pZmn0FZ97KmnlYvpM7qDdRLsuOI5FgwmadTFzUqkQuzsa7M1F2KqzdnOkzvNqgr4uqahZxZAUpC7eArGJFs2AgjE69LiqmGKcZv48mmwrx+pO4KoAXmnn/UBVuK26j7fFGGVEHWNRZSZfrvS+TvR1jldjLujmz2+sPomQ3pfZ+jNvUrClbDOnkn2ay5EdLTqkSfJ6BOPRnC+A5/7v/mI6wD51QHCVUjxk9Z3rqFePv78YP8Uck5qPIilCbIkxioDLiynm1KNLATHfiV9lh1dj70XBtLpcojT3UYv5z75SvR9H1rGsVSssL/MY+mfAb0bE1ZLuS5p0747LXLd6nqcCb4+I3fnn44BHRsTrjuLLg5Xvo4/q8bOZrXEC1uj/gyW9FbgB8E2oDwSCdDLtkAZ9aeC/AL8LfGe5BRZJpwH3B15CuhzGzNaJVYpNuANwYUT8FEDSO4EHA/VBYP8MqMBGDtFLHREXAn8t6W+ABwBvAEpJbwBeFRG7BvsSlnRVRJy3khUi4jLShCVExD5J3wdOpe89MbP1K0JrNmM5Iq4knfwbBSO1fy67BXuv2sYFxQxXFjMUpLiBdp5IrhtlXQSeoZuKc3mZqhBWFX63xRhFqO4YrgqfVaG2yijeFmMcF2McX7a5ophhRzFTj6dN6sSdUbeOPWhGwanlJnoEPy/20lMwQSos7lWn7ootaNBWgynm2KNZNuQYjClSt3NV7Juhl7KQi+n6555KugRNxAwpHuGkmGCGLldqiobmO5erKAWAKXXr7OGSqDutU5d2UXe+7tccrUjF3yo7eJwGRTlf+GzljtaZPKlgFRVSFUg3MT/ZXZeSXfl9K3NhtRpDVVjtar7zeGMuxFeF+olIxeqdmqZFwanl5pxtPZe7i1PcxynlRnZrlj3FfM5wJ8dnnBAbaEdRF/l3a5aZnCe9MVpsLzfkEw/zRenqO1PFlRwf44yXE/RykXp/ztZOE/IVbMwRHZOaY0Zpssb+bfVUsjFadQfwlObYEmOpGzp/FifEeD2+OfXYWo7lzurccZzjSXaTCuKz6s13hefM5ipWY4q5uku7FY164kKAOVIBvsqqrsbYUZpA8YTYwLaYj53ZqRmmcmZ4VVg+otJDuWqFi+UcQ3+hb/kvAactd90+T4qI1/Zt82pJTwKOdmF5RftoHz+b2aFo7XYsnwnc7HAb5QZdWL4I+O4KB/MvwF8Cmw+2gKQ/JnebHHft8SMZn5kdm7bnzuHK2RFxdv77qaR9U+Vi4I4LNyDpIcBLgZNIJ7uWlDubnwDcD/hvUtfDXYBPArde+Us4bH8r6RxS13X/pKnvWc7Kkq4H3Ab48iIP31nSt4BLgWdHxAWLrF/vn69zrbVZiDKzY0duWPhX4NdJJwk/D/xZRFw8hOEMdf+ct1Hvo0/ZuIndO7YyEQ225aLnpOa4pJiql59kjln1uGnveE7pbWCOkq6CKzVdF1bLHKvQ3xlcdSZPRDNl7KrDJHNcUnRT0bfR4PhynO3lOBNq1oXiyaJTRw1URdWdSp3Tp5Qb6ajksmKSjZEmCuwoFVmrjOVxmmwqW9fI/a1iME4iFWD35K7Yk2KCbpT1hHZVAbqTu1n7O0l3aYZZ9TguxuooD0hdvE0KTi43Evk97NCr4yDO6G2tC4wdevT6iq1V8XdDNGlS1F2zx5fjqaipNPYZunVn8myO65jL3d5V/EM1+d4ezeZ1UtG86ji/TrmZkqiL0lXBue4+p8eWaLMl2uxVh4uLSbbFGKf3NueJ7FKXdouCnZphUvOF4725aH1iOVF3H6cJFufqAu60ukxqjpPLCbZEm92apVP0OLncWBfSYf5kRcn8RIxVlMQ4qcO7ox4zkaJE9hdznFhOMFE22VFMs6fosDXaNKPgx8VuekqZzO1oMak5NkWLm/dOoKdgn+aYijmmi1mOizGuVW6svy9VJ3r1nWhR0IyC65ZbaCJm6TFLty5iQ+qE3pd/F+bUoxEFLQquYoqrNcNedZhWl5PLCdo0uFoz9fdobtkXMRxVSx0/wzKPofv8IfChw1i3kFTn4+du59WYTO+w99GD3j9fZ5NrHGY2VN8lxfxcdjgrD7qw/JfA+ZI+w4E751cutnCOzrgyIr6W84gWlf+BOxvgOrfY4tkOzI4Vg7uUb0dEnHmQxxZ7kmvsRyLivcB7Jd2VFOnzWwd7MklfA3YD/wH8VURU+7svS/r1lQx8AJ5Aiu1oMX8ZXwDLOSjeRCqKPzMi9i54+OvAdSNiUtL9SBOz3mjhNvr3z2ferO39s9kxYe12LJPz74Hfzz8/Jt93ryGMZaj7ZzhwH327MzbFDW77IyY+eTP2MF9UnVGXjdGa74KNkqs0xRXN/UDKCa4mlrt+uZV2FFxRpMn3qgJbNxdEO31F1IlocnyM11ETHZXsZpZJzTGdu5QhTcpXZeFCmjiuo7KOq6gm2quiOorIE63lzuq9xXwm9KZo06bBfs0xR8ksPRp5EjygHnOVfTtBitGocp0r1d+biH3q0KCo34MNNGkgJnOOcDWh4fbYAMBedRinyZZoM6Uu5NzgZo7MgPlu3urPqlg5lYuOJUErF6arPOptMcZm2uzUDDs0TYdW3WU7kQv7ZUT9WUxpjnY0uE5vM6HUNdtfdE+Z2j0uztENBWK/5phRty72j+Wu8oINzNJjRzFdT+hYdd9Wn/t81nST8RxhciIbmFE6ibAtxhirojUIioCmityBLgpgrq9z/ZTYSKm07ESZoi92a5bd8//FpBkFm2hxUjnBBpp0I3VAX1xMMkeZIjsIftTYXceWtKPB6eVmOvTYnU9iVNtqUjClLnPqMQMgmIyUZ70hd1T3T2xZbXNDFLRjnJlceN5Mm005q7vK8p5UhxYFrdzJvP8IepYHGIWx1PEzLPMYGkDS3UmF5busdF3gI8C7JZ2Vl3ky8OElxjUoh7WPPir755O2+hjabM3Tmo3CALYD35P0fxxYy33QclYedGH5JaTQ/nGWd5bx14EH5Z3uOLBF0tsi4jEDHpeZjZpgtSbvuxg4ve/n00gdBIuKiM9KuoGk7RGx4yCL/X51aV9F0hkR8bOI+N0jH/KK3CoifnWlK0lqkTutF+vM6D9QjojzJb3uEO/J/Lqlj43N1ro1nLF8YkS8se/nN0l65pDGMnL7ZxVRT/pWFTFPLjfmLlPRUSrszdBjWt0UE9AXB3GFpiikAwrKMJ/F228+6iIVSLuUIBinyUTunq2KkdXEeCVRF4onclfvthhjSl32kgq5baWs26qgWXXqwnx0w3GROoD3apY5Sq7OsQq9XFRuRpGX79VxDNtirO7e3atOvc2t5Vgqaub4hP6YjSrDuE2jLo5X780YjbrQW2X8VhnFJ8QG2hRcoSlm1K3HAzBO6u7uqORKpW7yqui7m9m+OI+SmejWn8G2GKcdRT3Oqui8u+jQpay7tlMxts32cpz96nJ1VXBWWRdXq97Jqug6S48Z5ViR/PraFEzQSlEdfbEVKGUlV+9tlQO9i5k6aiUVywuaMf8d2pPjVKr3YlJzTNDi+HIsFWSrzuhc/+uoTEXpXGSdzp3YpdJ7WOYidRHi+BivJz0sFalgH7rG97b6fMuYjyLpj7qoTiCUEXXUyHjOxe5S5viX4hrvSXVyoD+3vHGYheVY3cn7lnUMna/iOwe4b0TsXMm62XOBPwGeQipIfzRv72hb8T76aO6fzewYsHajMF50JCsPurB8fETce7kLR8TzgOdBPYPqs11UNrMB+wpwI0lnAJeQsjcf1b+ApBsCP8mT992WdGJs5zW2NO9c4LaL3He7gY16+b4k6WaLTYZyMErhT/8BfH+JK0quBVyR35M7AAVLvydmZqNgh6THAP+Zf34kw9t3jdb+uRS9Tot27rLsj4/o0GNK85fmVx2aVTGv+rNePnfvVoW5KrqgR9R5tf1FtP6iZdU1uylatGgynbN2q8zidjTqCd8gFRi7lPXEdpVq4r9e37irwmDV6VuNaS6PtxEFPYJCUcdpdCnrZbuUOUe5TSfnM8P8pHyQuqJLoi4cdtSri+JAPanc1Zo9oHCdMpV7NFRCpHkmCql+X+oc60iTHs5SMq70nNWkcu1ogKAR8+vN5nHO0KVUeu+rz7Qk6sJtfyGzS1lnGVdF5ep9KWN+EsZpunRU0Mmfb4siv78HvufV59HOr2OvZuuu72oyvCmlbvGTYoLxaNQnLDr5+1B9DluinSJPNJM6vIvUxd6iUecUz+RtNSnqW91NnG+9fGtIB21kqDqu+yd9rN7rsfw9rL7r47ljeW/uVJ+gVWcx908cWG23/76FP68hyzmGvg6pw/exEfGjlaxbiYhS0n+QoosC+GFE9BZbdsBWtI/28bOZHasi4jOSTgZun+/6vzxvybIMurD8cUn3joiPDni7ZnYsWoXG1ojoSnoa6TK7BvCGiLhA0pPz42cBvwc8TtIcMA08fLGseEk3BW4ObJXU35m8BRhWONpdgD+Q9DPSZSsCIiJuucQ6vw48FviOpG/m+54PXAfq9+ShwFMkdUnvySOWk5+/ek00ZnbUrOHJ+4AnAq8B/pn0r8wX8n3DMFL757LbYHrPBCXQjoLjo82+omCPckdrMcvGaDGeO4XruIZchAXqbtNOrvlU+bplBCgVCfuXrwqGnVywBeru3VSInJ+AborufD4uDTZGix5lXUwcz5PQVZ2jzVzkhFQwBuYLn7kYWBULGzm/ueo+nVXvGsW+aXXpqFc/fzdSh3VXZZ0bXHV2gxhXg7n82qr3KU2s1z5gIrtSqdg+RqMu8s7Ro9B8F2wVB1F1GfcURC6yl7ngOxEtNkWLyTxhYTX2sWjQkPL72mVLjNUF0apQX31WVRfvFHMpDznmC5/AAZ9bqWAyF03hwAJy9T5W0SITNA8o1FexIdXnU+ZO7p5KihDKBd2FKcPV59rNn/Ok5piim4rp+bVWr2OGHuTnqTK++09m9EtF9/lfkf4O8a7KesLFBkoTLcb896KaDHJbjAEp6qQk6g7/Sc3VWdD972X194UncKr38UgOgQ9vaqXDeZ5lHUO/EDgBeF2etKobEWcebN3Fnic3mL0Z+DlpP3m6pD+IiM8ezdfHyvfRR23/bGbHALFmO5YlPQz4J+DTpFfyr5KeExHnLmf9QReWnwr8paRZYI75nfOWQ60YEZ8mvYillzvCAZrZ6NDqHRifD5y/4L6z+v7+cuDly9jUTYAHANuAB/bdvw940hEP9PDcZ6UrRMTnWTz7rn+Z15CKM2a2Dq3VKIyI+CWwrDy4VTBS++foFUxPTtAlaCFOjBa7eg12aoZSQSNSRMQ4zboDt0Mq3FUFsurn6vL/Ksbh+BinjKi7Uqvl0Hx382zujq2iHK7SFI0o6k7gqvN4v+YoI9hKm7FoMhFNZpWiHJoUtKOoJ7krEK2+7+ocJb2+Qi3q0iDoUNLOncgptzfFB9ZxDbmruZu7XLtR1lm7m/PEcFUHdfUai/j/2bvzOMnuut7/r0/1Mj1bMkkmCSEJBCHsVwJGQKPIIhBADFxFWWTxgpErCCgqi/d6ceEnchUv96rEsEjQAEbZIgQCsoqCJIEACRETtmSSIWGyzN5LVX1+f5xzaiqd7pnumeo6p7pfz8fjPLqWc059T1XPmepPfer9DdaVhfbKFOOsY4zNOcG67hg7W7PcyvSBPOLs9orjM+WEgQCbuhNM0OKYXFdmGU8zW8aRdMr1i4LrGLN0ehPAVRP1bcgJdsUMsxQTJ7b6Opo3lJ22UMRHTNO+03g35QSzdHtd3lWESFX8rwq5RXduUeQ/gQ206bIj9jPFWK+Le5ZOEaWR470PDGbKCI3q9d3HXFHcLnOtq0kFoSho7yo/6Kgm9VuXY8xEcczry9+HFkErDhS8u1G8Zpty4sBzXT5+dX9/t3v/hxMtgrEsnqfJvtfztphmLjq9D1uKDvsWx+Y6OlUedraZirHec11kbhe/I9Vr1P+hxHRftnjnCP6qHWIUxlLeQ78IeNFSt13EnwFPyMxvAkTEfSm+dbLS3wRc1jna98+SDmlEC8vA7wI/WnUpR8TxwD9TfCv7kAZaWM7MzYPc36HE8DJaJYnM/BDwoYj4scz8Qt3jAcjM79U9hn6NmONc0poTEf+Pg7wrzMyXDXE41WM26vw8vnmaUx92Lff+4I9xw9wY17dm2Blz3BbTvU7amehAzvaKgcfmFBu6473s4KoQe0fM0IkuR3fX3eUr/3AgBxeKuIyqEF10rSYdur2C7Z6YYy46jGWRo3tcOQnezbGPdquIlDgm17G1u57Z6PaiCKqJ88YienELVaRBVdSb5sC36afp8P3WPjblBCd3N/WiE+bosolJ9uQsO1tlDjFFwXsso4ixiOS4bpGLXE2CB5SxD7NsYJwt3XVMR4drW3dwQm7gpO4G9tNmd8z2Cqubc5LJHOOO1kzZ9Vp0zn5j7DY60b1TZ3XVYVtlQu+Pdjkx4BjHddcfyC8uf+ur577o5C06fDfmBMfnegLYR5sJunRZxzRtbm9NM1XGnUyXxeqiMH+gCLuzVRTgq/WOKiee2xXF7RMU0SK3xTSbcoItWTwHe2K2KMYySSvnoJzEEOjlLM9mB8pu4bG+4mtVwJ+kxYac4Ohcx37a7GKGdhS/e/PH2Ymiu7zVLV+7HKMVY73IjGqCw2NyHXN9XfBFt/g6jmLdnQrP1eOTRQF4V8xyxfgtHJPreHD7WDbnBKfleu4ou8KrSQar12FTTvQiPdpl0b7qhq9ep9tHLxZjJU1URWWAzPzPMst4RTXtHB0LFKRsdpY0JK150Re3Aq3FVp5vIIXliLhbZn7/SNdZqq7ftZZWhxF7rxQRv5OZbwSeHRHPmn//MAsXEfHlzJyf87zsdQYpKaIwup3ya57Z9Q2xNIKSkYzCuLzuAVSaeH4GaO+eYttX7sN/zCU3j02zO+aYKTtMq07lopO0mLTvOCZYn+NM0uLoTtGteWNrH3vK7cii8NgmuZl9rMsxNuUEm5jkbt0N7Is2O2J/r2g9leNMMc5kjrE5Jzkm1zGRLW5p7e910Y5nq4yaoNcXuD7HmaPLLa19vWOpipDH5hTrc5ydMcs+5nrREXtijk50Oa67ninG2dqdoktyS2s/LaI3GV1VIK32WRVs98Zc7/bNOckkYyTJftrcFtPsjzbjvSJ69jKEq/iJPcxyc9CbIHFTTtwpfqHKbr5bri8mU2Q/3Uw2MdnL7Z3MMY7NYhK/PTFbdM4yzj7mmI42J3Q3cFR3kptae9kR+7l392g25Di7Yo658vi6JN9q7ezFbLTLjuYi1zi5tbWfXVlMmjdWdghXedpdkuksirbryq7wqqi/Jdf1usfHabGOMfYyx83lazRWdgzP0mFLruOk3MitMc2+mOtNyrirlb2O5QMRGEVnOhRF6+my87fKTN6ck2zKiTIXOXud1Sd3NzOZLXbFbNHRXU4AOUcxmWM1WeTOmGWaNre2pjmuO8WWXMdsHOjWBnq/l61W0aE/WU4EuIP97I5Z/mViO+tyrOh+J5mJTi9XfE/Mcntrhnt3juaE7no25BiTtPjO2B5u58Dv2pGJoXYsD8nlZcby35bXnwNcsVIP1tRz9CLjACwwS6MhoLXkWmzTfCwiLuXAHCW/CHx0qRsPqmP5Eu46kdXhrLMEd/2PNDzRSqNp9P7pXlP+bEIB4wER8bWD3B/A0cMaTKVbnqIz7V2WRleMXBRGZl7Qfz0iNmbm3pqG08zzc6fFvt3rmSQ4pjvB8WVRbV902Bmz3NTaSyuDyWixJddxdE5yc2s/34v9vZ6VKsv2+O56ugG7ONB5244ip3lPzrFrbOZOE6gBzJUF5pO6G8sC6Cy3tzpM5RhTOdbrit5TTuIHRbF3U1+hs4o0qAqRO1r7y07cA3nLlbGyWN5K2NbaA9Arrt7S2ldM6lcWeDvRLSa9S3rREtNUmctFru/3W3vZG3O0KTKT797dWGYZH+hK3dJdx+m5pTfejXTYlBPcETPc2trPieWxj9Nilg47Yn9vvFWhtkuyL4os6l0xy7E5xb07R7M75riltY9NOclx3fXsjTnuiN2912WGDt1IxglajNEuO8x3xWy5TtHhXOUJH9ed4sSys3q6LETfFtPc0SqKtXPR4ejuOsazdacIByjG1spgOqJXXN2ck5zWPYrdMcetsZ+jmGBzTnB7zLA99rI5JzmqLEgHwcndTXTJXsb3PuaYYpzTO1uYiy47Y5ap8sOKmej0PgQZI7gjZnrPzbE5xW2taWaj23tNdsR+uiTry+d6sizqd6N4fY/OSWaiw02xl005wQYmerEZt8cMlM9/l+zliW/IccZzkinGWZ/jnNCdYjo6xfqlNkXn9I7W/t6kk/0xHBvKfz/zu6OXaxUWlv87RaTmyyjOj58D/moFH6+R52hJq8CIRmFk5m+Xc0j9BMU58PzM/MBStx9UYfkhEbHrIPcHcLD7l6WbMbRsVkmqZOY/lT8vONS6Q3D/JawzjBm1ezLKwrIf9kmqSUT8GPB2YBNwj4h4CPCrmflrQxxG487P/XZFhx+0ZtgbbbIsPs5Gl3Z0e8XgHa393JEzbMoJ7plHcWsUhbL90WaszIqtHJjUrsVYWQTeR5sNjPc6ReHApH1tunQimS5zdqsiW9UlfHSuYzJbrGecGTrc1NrLFGMcleuYzSKyYX+02cWBSIyjc10Rf1DGW+xo7We2LFYSxcR8AO3s9iZra1MUYceyyAQ+OtexOSfZHbN3yikuOlqL6IWiWF0UN/fEXK9IOUeX7a1Zbotp9uRdJ7ybKaM+dsZMLyaiKi5Xhcdiwr8iomEyiwnkCNgXc9zY2tsr4I9nME6UcQ/BHorokqozvHrMqoi7oYohiWL7E3Mjs3TYE3Nsj73cHjO9mJL9ZRzGBC0my4LreBbPabX/TpW1HNHLx65+J37AfiYZ48TuBqajww9iP+O0OCanehMGVlnEGzjwu9Gf4V19CABFPndVoN0fbY7vrmdLrmMyxnrrt8sJH6egV0SvJt+bjQ77aXNHZC9ao+i4LsZT/U636fY+ZFhX/h7NVbfFgZzxDVkUlVvAHa3ZXgd7b3LC8kOHqTILunhPBOPlePaVj3WkheXVJjNngDeVyzA0+hw9n93KklZKRNwHODEz/zUz3w+8v7z9URFx78z81lL2M5DCcg6xrWX+adVuZWk0RQ5v8r5Bi4hPAM/IzDvK68cA783MJw5rDE3Lhat0qsl0unYsSyMrGcUojMr/AZ4IXAyQmV+NiEcNcwBNPT+3xrtsOGofG3OMO2gxQ7uXDTtLpzcx2xgHColdoJMHis5FQazFlpxiPA906+6LOcazxd27G5mODnf0FSuL2IJur+N1V8yyr4y+mMrxvv3SyzeuCntdshc50B9bUanyh6ttquzjLTnVOy6gLAaWcQtZTCA4RYuNOdF7/C5FN281MV815qqge3x3PesY55icJIHtrX20KTKgq8ftFUijeD6nGGNygckFJ/u6rrtZdGkX414HFMXkKhe4en4nc6zorI28U6zCllxHK4tC9ywd5qKIf5gqH7dddmnPRhH3sDkn2R9t9tPuFWCno80+igiUzUzeqfhZ/Y70F0M70aUDdDOZKJ/HSpUnPBud8nkuJrerMqOrAjVJ77mCohhc3V8de/GBRTBdNoDtilmm48DkhTPRuVM+c7Xvqkhc/U71r1N9+FDEg4z1jm1j2U1cvZZVJEiHZIzgmJxiMlu9wMmZ8kOSFtE7lnFgHWO9SQg3MclUjjEdHdp07pTDfLgyV0/HckR8nYNn4//wSjxuU8/Ri4kIi8vSKAhGsWP5/wCvXeD2feV9T13KTgY6ed9QZF/GsidYabSN7hvj46uiMkBm3h4RJ9Q4nkZIoEOQ3SpjOY3EkEbS6EVh9MvMG+ZNgtSYzrM6RXSZnJplMy02d8fZNTbOXHZ7OcBVUblSZf3ORjG5Wye6HNOdYpKxXrRAVYDsL+5WE991y0n0qm7mTllArPKPj+lOFV27ZRZwNQFfUZg8MO7+SfYqnb4CXdHhW+T8ri//tJnNLp1qcrs+42VZcIJiosDeJIDzOoyruIKqsNyObnmMwUS2SJJW0ptMrhrLRLVtJkRROD8qJ3tRC/tijrmyGFkVwvuL6lWebxUhMj6vYF0959PR7hVKuxyY9K56rornvtO7fbx8bifLnvLxDNZVt5evz1QUOcFTOVZ0CUeXdnbvtE4rsugzLp/WKpP5wDpBO4oPE6qO62IywU7vd6sq8lfjrF7XjWUHc5dkMg/8jlXHvzEnmI0OdzDDZN/vGNDrGK6eu6rwPFGex6oicf+ki0AvwqV6TSazBWUhveqCro5tKseI8hg65fNb7W+8fA4q+2Ku+GAhx4Ex9lF0Rlfd0MVTePh/x2Z3ZN8/z/czdQ9AkgZq9ArLp2XmXaKBMvPyiDhtqTsZucJyzp+woIsFZknD1omIe2Tm9QARcU9GMTF6wDJgjhbZ7eLTIakmN0TEjwMZEZMUmZ3XHGKbNSEzyG4wBkwQrM9xutHuTVy2JdcxS4eZ6PQKm60oujHHCCgnk5ugxa0x3Yu2mKTF1u562lFEUIxni6NyHdMUGcFHlROu7WK2F1UARcxBka17YIK7FsHuODCZXFWEa2Ux3tkyD3pdjjFRFn/b0S3jLMZYn2OM0eLG1t47ZTVXP9t071RcnI520Qmc433jKvKSq8JiFbdwS2sfLYJbYxooiocAU4z1nq85ur2JCDcwXkxmmBO9/xJvaVHEbJTHVUVPbGC8yCymyPUdI+iUedNVx+1sdIqCNQe6ewG+39rH/mhzUncjk4z1IhymYx8TFJ3WReGzfEzatCN73bl7Y471Oc6mnAToFUzn6PYK25Nl5AVZPpdRjGEDE73O8OIDhQnWlQX43TEHZfG9P2t7AxN9Xbxdull0Dx9VPX75OVA3YJo2e2OOdWW3disPdLRXr2c3svd8VBMWVvqL162I3nPZInrd2tX902VMxSRjveNtJRyVk0Vuc2uaLsmGHC87kmfuVKCuCvuthFlatKL4kGRfmUM91tdRXXxgof7O4fK99OmZ+c8RsZ4RrFOsJCfxk7RCpg5y3/ql7mQgJ+yIuAT4tcz87iD2dyjd8itHkkbc6P47/l3g8xHx2fL6o4BzhzmAiHhiZl66yH3PyMx/GOZ4oOpYbtEtewPtVpZG16h1LEfERGbOAS8G3gycDGwDPk4xKdQwx9K483Px2MV/urvpsjvavcn0jsrJ3sR51XJUrmNzTjBXFmKrSe9uK4uqG5hgqntgwr1dMdvrFt3EOMeXE5ttyHH2xBw3tfb2ulsBJrLFbF83LhSxBhNlHm/1WFXBu8rY7ZS5yEflJEflJHfEDDtbM8y1ur2O2KqI2SXplMc4lgc6laEoWm/KSe7W3cBMWayuIhyOynUck1PM0aEdyb6YY5pOr8MZ6MVmTOU4J3c30abbi7PodeNmckfMsKO1v5ep3KbLZI7dqVO56gYGerEhO2OWo3OSk7ob2RdtdsT+3uNXhdrNOcmGstjezewVzNfnOOsoJtQDeh3p1b6rcW8uO6m3dNexK2a5ubWXo7vrmGK86HIuJ+3bz4FO2yoSZW/MsZEJNnTHmY4OO8uu7d0xWxTYoyjMT1DkV1fPCRTF2iJ6ovgztCq2Vp3Px3TX9fKZu2VmMdArukNRkK+6kseyxSaKGItNZbRJNZ4N5Z+6VVd0f0d+EYUxXmZ+FwXuKiKjlUXsRrvVpV0W8nbEfibLx6iOZ7ycILKaiPGonGQL65giIYtx3h7T3LNzFBvLiQyreJbbjygOY+Q64g4qIn6F4n30scC9gVOA84DHrdDjNfIcvRQWmKUmC2i1Dr1as1wWEb+SmW/tvzEiXghcsdSdDOqTwHcCH4+IC4A3lm/sV0RyIAojkipoaqUeTtIKGtWM5cz8WEQ8DHhkedNvZOaOIQ/jkoj4HPBLmXnjvPteAwz9TXE3YJYxstMls1pG9EWW1rCis3W0CsvAjRHxIeA9FOfFOk8+jTs/A0zv2cA3vnJ/drTmaEdyt856drXm+FZrZ68TuJrMrkXQjSIKox1dTu5uYn2OF8W2MjagS/aKbXfrFhPC3RR7iwnsxmaZLYvBJ3U3ct/OFk7oTnFMjnPD2DQ7ygI10MsGnokOrQxO6m5gjOD4WM9+2lzf2s0UYxyTRVNNO4uO4ptae5mkxeacZJoOc3S5W25kKse4sbWH/dHm6JxkPFtsyXV0SW5rFY87nkWR9/tlTnKbLsfmFMd0i/USuKU1x66YYSrH2cRkUdgsC80dknbZUfzd1i6OzSl+qHsU41kUz3fGHLe09rOPoig9W+Yer+8rMENRTF1Xdv5OZhHPMZddxqNV5g93e8VOoBfJMUmwL+a4LaY5ITdwQm7g+6297GKW07tbmMgW32/tYzravS7xKuv4mDJ/ulcEbhWFzrFssS/azNBhXRYxGUflOnqT5HFgLCd1N5XZzB3GMzgtj6JNMkObcYpJHHfGDLfFNHNRTAa4pbuOdYxzc2tvL88bDkyseCv7mcixXodwFeHRK/aW45ilU2ZIj/c+QNjEJJPZ4raY7hWqp3K86KSnyw9a+4EDRfyi+5neBxdbWNebyG8Pc3Ra3TLGoigoj5UfZkwyVmZXjzHRHWN/tLk19nNMTnHPzuYiozrH2N6a5ubWfloZrMsxbm7to0MWEw/2RXgcnlh1hWWKD/8eDvw7QGZeu8IRc408Ry+F76ulhhu9KIxXAB+IiOdwoJB8JjAJPH2pOxnU5H0XRcRHgN8DLo+Iv4UD3/DJzIHN8JoE3YyRLUhJWjV+nKJTufLhIT/+14B3A1+MiN+c111Ry/9oGTDDOJ1O+06T99m5LGkIHgD8PPA/gXdFxD8C787ML9UwlsadnwEm1s1y6j1v4qSrTuKG1gyXTdzS6+Q8Ltdzv84xrCuLm7fGDHe0ZnsTw/0g9rO/1e7FGUwxRiujV7D9bmsXm3KCB3eO6z3eTHTYHXNM0+ZbYzv57tiuMse2KBgeV06GNkaLubIovbM1wzfiNtaVsRuzUXSTTid0Ypo5usxEh/U5zoYc59icYlNOcEfMsCfm2MMsu1pFx/L6svDYiQ7bYg8TtDgu1/eyjknY0Dd54HR0uCH2MJVjveLfeLbYWxaSoeh4Pb67nkmKvN25ssC9O2b5dmvXXbJ2K3PRYQ44JqfYXE501yG5MfYw3Wozkx3GInqZvztjlk05wYZy3UmKDu/paHNybmZrd4o9Mce+aLM5J5jIIo5kNrrsp83+KHJ/q25hOJADPJVjvYL1ugxaOUE7igkNN2TRrVwV26tjPzaLbO1dzBavR7nu8bmBTTnO3Tvr2dNqc1NrPzO0e7nTm8oJ8cZpMV1OaLi1u54xWtzc2sscXe7XOYYuyfbW3l4+covodRBXkw62MpiJ4gOETnRpl93MVcG5G9mbzO/enS2MEb3Yj3U5RjeSaTqMlVEn1bj6J/SrjGWrN2lf9VpVBfpdY8WHDcflFBtznPW5mb0xx9fHbuXYnOK4nOLWmOa2mGZTTjDJGDPlxH3zJ0FUz0xmzlbduBExzsp+r7GR5+ilsGNZ0iBl5s3Aj0fEY4AHlzd/JDM/tZz9DDK7aA7YC6wDNtNXWB603qe03SwKzNYspNE0ou+JIuINwI8CF5Y3vTwizsrM1wxxGJmZby3jOC6MiCcDL8nMfdT0zBZ5iON36la2qCyNotGbvC8zbwX+GvjriLg78AzgzWXX23sz83eHO5xmnZ8BOu0xbr/1aG6JOXbGLBvKr/RPldEMN7b2AtypQ7Xd6jJLl0nKblravdiAiWhxbLeIrbi1tZ89zLGttaf3eFXhrsqwHSs7Zqui5Y2xh27rQPzAUTlZZPKWubnbYy8TtDipu6ko/NJmLIoC44Yc78UY7Im5XrZulQ99bE71OoO7ZG8cd8T0nbJ+j8rJMjIj2ZtzTEeb2Qi65fg3Mcl4tnsdxlWX7j7azJZRE1tyHXDX/ObquKqM5WqCuf1lV++B3OdqArsWG8rnaG+ZrTxVFkRn6bIl13Fcd4r9tNnW2sNsWWTdFTPl40wyVeZFtwj2MEe7jK+oxtGimLSPbBff2O3LsR4j2MQkm3OiV5A9qvwv/I5WkSd8t9xIq0svv3pbazcTZaZ1NXHjNO2+zuoxZukwHe3e+IrXqt37gOG2mKbKu57IMbbkFLN0uC2m2ZrruVfnqPK4xtjRmuEHrele0XlPzDJNh90xyxjBMTlFi+CW1r4y+7noFF+XxQchm5i4U/fzrig+PNmUE7TK3611JN3I3r+PPTFbFLPL12uWLp2Y673+c3RZl2OckBsYz2CGDlM5xglsYE/McgczvRiYKjKm+n05LLn6ojCAz0bEa4H1EfF44NeAf1rBx2vkOVrSiAtGsWMZgMz8NPDpw91+UBnLZwNvAi4GHlaelFdEN4O5bgsyD0RhSBo9ObpRGMCTgTOyrJqWMUBfofj63FBl5n9GxI8BfwR8JSKeN+wxVLoE04zT6XTKovLovsDSWjeCURg9mXlTRLwduB34TeBFFNn4wx5HY87PAN1ui/371rOzNceemCsyc+lyRxSFwDm6bMyJoos3DhQ+q9iBcVpFLnPfhGZVF+fx3Q3lhGazvUJeVSDekBOc0t3Enpjr3V8ZI3oFPKBXBG5nl7kyPmIyy27XMjJhkqKrdw+zvYnWqrzcYszdXmF8inFa5X9F7aBXHFzfdzxVZEc1SV81QV4VxVDFMlSqKIyqo7VVdstWXbxVzu9sHChG72OunAyvKLZWE9dtzAnW5zj7o81Ylc1MMlZmUFfRDtUEeXspiujTZd50UfAsJqRr02U66GU992c4F0X1GaYYZyKLgv+GnKBNl9no9OIhZunwg3ISu245wR8UE+p1SfYwSyuKYvVkjnFsmaV9S+wrn6cWkznGppzsFZSr7O1piqJ9VZDdUHbzVr+HM1ncvofid2pD+cHBza39vZiQiWxxfHeq7FSGW1rT7CrzsavCPRQTC3Yje53ic2V8CxTd9pvKDxQmyw8/quevyvGG4oOAqsN+ivE7ve4Ak1l0tc9F8VzNZofpqDLKJzm6nIxwnHbxe0iwh9leVEeLwys+FH/+jmbhYr6IODMzLwdeDbwQ+Drwq8AlwNtW+vGbdo5ejphXvPI9t9QQI1pYPlKD6lj+XeAZmXn1gPa3qCTodFuMZ+8GIhO6nkylkTPa/2y3ALeVl4+u4fF7/2tlZht4dUR8jCJf9PgaxkOXYD/jZHbukrHsG15phIxmxjIRMQU8FXgWcBbwMYoP/D4+7KFUF5pyfoaiY/mOncVkcLPRZTJbjBN0Y4x9Ocfu1iwTZeETio7dVlnAutPka30FsXZZLK0iJfrXa0eXfWV37lQZr7A/2hzXnbpTofa4nGIsgztaBybQ6028V3bOF4Xjouu0iFVoszfmGK/yoMuC7Hi2IOjFJ4xni1Yc6MDulMXEDRQRE7uZZTaKaIyqw3Uqiq7hLsWEeNVYpykKrtPl5GubypiKajK9LtmLlKhUBeFuVN2uHVrctegLlLnNRZGyE10myliKVgZE8TjVhIbj2aJTFmir7OQqf7gab7XfDUz0untJym7p7p26pnvjLLt1J8sO3w19URrt6PaKorN0i9/y8r/2mV73btwpxqKKWumU+yXpTdq4hTHGM3oF+M1lsbf6PaoKt+0yAqRNly0U3cWdvs6Eqiu6Wrd6XsezxUYmegX4uejQJpksJ0qs1ikiP4rJAPtjNrplzMZRrKOV9CYLrOI3quduffkc9f+76Aa0MxnPYDLG7hSBMT9243CslsIy8NaI2ERxbnzv/MmjVlAjz9GSRt1ITt43EIPKWP7JQexnSY9FOXlfFlei07VrWdKw/TFFZ8OnKd6cPorhdyv//vwbMvMzEfEjFN0eQ9cl2L/3hDJjuWMUhqShiYh3Az8NfI4iO/PZmTl98K1WTOPOzwDt9hg/uH0TbYrYgvVlF+VEt8UdEfyA/eyjzXR0elET/bEBXQ5k1VYdttXkbkAvbqFdTvoHxeR0s1HEGkyXk8JNUXT1zpYF2KkyEmFftntdpx2y6JLOFu0oCnTH5hTtKIqHG3LiTvnB/fELVU5xdXs3ionqqkxegFbCbHTZ0yq6Y/szlCf7Mpb7C4BV9ERVyK06pKti5hRjzNLl5tZepnK814k8HW2mcpx1OcZ0tNkXc2wos4f3xVwvZmGsfK5bGWxkgsky1qKK85iNDntjjqO769jARK8oWnVV7y4jG+7RnepNnlcU24toj/7u4Owr4E7leDEu2mwqn9fqNTk6J5nIFt1W0ZFdPc9FNEmHO2KGdnR7xdYxgjm67IyZcmLCMWbKDwqqDwUmafWebzgQCTFV7qOKMKk+/Kg6vKdpFznaMcfeKGJLjik/pOhG9grz/b+PU+UHHkS7LNCX3dk5Xvz+RVHs31d28G9gnH3ZhjI+ZLIvL3u8LEhvYKKX093KuNO/k/7frdtjuvfaVHEa1e9Yhxzx3orByMyHRsT9gGcC/xgRsxwoMn9vBR+6eefoyUm4291g505ot2Fublmb28Es6UhExJ9k5qsOddtiBpmxfFgi4lTgXcDdKNKSz8/MNy+2fmYw1x5jXRdanW5RWG4XBQwW6ly2qCE114i+58nM90TEZyhylgN4VWZ+f8hj+OAit98OvGGYY6l0CPbecS+63aqw3F2wsGyxWWq60ctYBi4FfjUzd9c9kCaenwE6nRZ79o8xXsZLdElm6HBza5bZKIq+nejSAfZBr8MX4KTuRjbkONPRYTY7vQiMqpg2W06IdmtrP1M5XkZqTBSPE1XERZFLvCdm2ROzRRGYFt2YppXVZHNjFNO1wGRZVN7DLJMxxlE5ySxtdsYMJ3Y3cFxOsb21j1viQALfVBzoRIUDWcBj2WKsb7y7oogk2BtzjJUxC+v7cpuryd2KuI8ZpukwWRZKT8qNAGyPvb3J5PpzisdynDm67GntZ7xv8rdqYrmqCNzpK1xXk7wdn+uJpMh8Zo7rWwd+nSdocXR3HVOMM5ktjmEdE9ni+6197Cwny5ug1cu5rvZdvVbV9VuiiJnYVEY1AEzleK+zuU2XHa3Zonu7LKJX3c1VzMYUY0xm8Zp0M5mKA8XVadrsitnehwjVBwVVQbr6nape1+Nyii7J7WVW9OYcox3J9r687up3qir2F0Xk7P3ObM5JkmRH7Gc2Okwucv6ayDE2MMHROVnsI4v4lj3M9Z5XWtPsyzaTVVGYWcajmPgR4NbYT4tgS3fdgQ9eotv7MKXqmJ+mw5Zcx4byuZ2fqXz7YUZhwKrqWCYzv0lR6P39iHgIRZH5UxHx/cw8a4Ue84OL3F7bOTqOOYHWU59N9zP/BLt2wa23QqdjA500akY3CuPxwPwi8pMWuG1BtReWgTbwysz8ckRsBq6IiE9k5jcWWvmUDafw3ke9hJuP28nc7ln+5eIr+dJHryS7Xeh2LSRLI2TUMpYj4mHzbtpW/rx7RNw9M7887DE1Saczye4d92N29tZ5Xct2LkujpMjwHK3CcmZeUPcYmm6uE3y/0+LGyT10SU7qbmKMFltyHXsoojA2lh2rG3KcdYyzM2aYjjbrGWc948W3BSPolsXWGTpM0GJTTpZFvqIAeFxOMUOnV9jtLyquLyMeqpiFHbGfmVaHo3Ndr1DYpsttrWnmyhiEifI2gI05wR0xw47W/l6XdFUUbMeBSd06JFtzfa/YCfQ6dqvi47HdqV7hex9z7Ij9vWJqtY9jcootGfygtZ/pmCsiDgi25nra2e3lVVcT0/2gtY+pHGdLdx1bch2bc4LbY4ZdMdvLbR4vC4O3tYpO7pkonssq6mKsXDaUf6r1YkbKQvuegB3s78UqjBHMlp3NM9FhnOCY7lSvOD5Lh9tb02UxNtiXRWd6tW+ATnTZnJNMlhPojWewJ+Z6z/s4rWKCReh16QJFh3r5HECRb3xUTvZek6IzuNO7byIOFP07McMdWRTFq2OuYkkm+s5BR+c6tnanuK01w47YX35QUeVKd3qNClUUyc7WLJtygpO7m5gtfw+nKF7v2ejyzbHbe/uuojJ2MUun1WUix5igxWmdo9jAODtiuteBXHQqt++UEw5FTMbOmOWk7kZO6K7nltZ+drZmaWe3F/XRP5kkcAQ9y7GqCsuViGgBJwAnAhuBH9Q7ouHKm7fRfeubBra/+R3MkoZgBCfvi4j/TjFh6g9FxNf67toM/OtS91N7YTkztwPby8u7I+Ia4GRgwcLyeIxzn80nMLd5jr+74Au84Fcfza3X3ci137+F7BT/cad5y5JWxp8d5L4EHjusgTRRe24jd2z/EWZm3s/s7H7a7Vkyk263c+iNJUkrasPUHA/dspcv79jMzphlZ8z0im5VNyzQi1yoCrqTtNgZs+ynmtSNcrK36E36t721h4kcY0sW+/hB7O9lLB+VkxxbFjnHCHbGLPtijp0xwxxdJsq4gZtbe2mXhef+IuAt7OsV8qrHW1dOELcnZtndmmUnZcdujt2p6FcVRe8ou2G3ll2ne5grCrxlp/Lm7gS7W3PsZJZpiviKe3aP4ujuBNeP7e0VuTvR5XutXb3xQRExUU1cOMU49+8cy+6Y446Y5vqY7U3mtoEJju0WHaw7WtPsi3aRZUz0itPHlt27u8qi9iStXuwG0OuQHc9i4sR9caCztioqA4yVXcYtgtuiSIQ5uruOdnTZGbNMcKD4uz7H2ZjjbMgxvt/az20xza2xn05kr8i+qZxgcV+UxdyqUF9Oxrc35nofKlSF+/20IYou6g05zr4oitlTZSTHBsZpdaNXbK8+ULijNdP7wKDSJXsZ3FOMFTnW2epNujhb5krPlt3jJ3Y3lFncxfOxNdf3Oq77c5iLeA5YxxibmGSy22JHq4iE2RdtEoou/TL2A2BLrqNLsrf8d1N8EFN06E9Hm6+O72BTTnB8d31vkskqV/ru3Y1MlGO9OddmDud8EfGTFLn4TwOuAt4L/EZm7qxzXMMWdzuV1iv/iLzxW3DLjeTlX4TpaZidrXtokla3dwMfpYj6fHXf7bsz87aFN7mr2gvL/SLiNOChwL/Pu/1c4FyAhz3sYWSny5bJFtf8/WeYe/bD2fO97XSn64rRk7RWZOZj6h5Dk93yrVku/I13sHfvHXS7bfPdpJE1mpP36eBumg7eeOtedrT2FxPjAe2ya3KGTjlB2p3P2+1osx96kRHVdv3b9q87F5273H97TLMrDxRHqsnRKjPc+cPH/dFmP232tdq9deePbzra7GRmwTH0qyZcq9bbHnt61/dHmz1ZxBe0WkVhtv95+WbrdiZarbs8L+2+8VXHU20zTrAj99/lGG+PaW5nuhfbMf+xKtXzV922HyDoRWrM1yaLdeaZiQ4/KB+rt6++52Z/32s1Vk6AWOUjz/S9hvtpMx7Re/36X//+MUDRgTz/+a6MR9zpd62n79iq369qvfFFur4W+t2p1q3u6/89PNg++h9jJzOMZat3/FUMyfzX6dbYP28fB3635z8X85+HbX3xHjOHGOOiErI7Wh1xi4mIG4DrKYrJv5+ZN9c8pNrkD7bTfdv/LvKVu92iqOz7aGn0jFjHcvkh3k7gWRHxE8Dpmfk3EbE1Iu6Vmd9Zyn4aU1guZ4R9H/CKzNzVf19mng+cD3DmmWfmWKvFt7/2Pf7wg7/Nf37529z4nzfVMGJJR2xE3y9FxAbgN4F7ZOa5EXE6cL/M/HDNQ6tVpzPHrl1r6puL0uqUjHRhOSJ+HDiNvve5mfmu2gbUEDPR5ca+wtZ884tg8+9rL6EQttA+lrrtfPMLb3cq7i7xDcRdCs/zrh+suFfFUyx1fNX+FzrW6nHnF74PNd5D3X44+7rrmA5dhF3q63c4419sHMs55kO9zkverm8Mi/1uLPWxFrq9f5+H+xa4iCoarcLFQfzECk/SNzo67WLivsNkM4dUvyCI1mh+GyUi/hdwJnA/4G+ASeDvgCVl3TfiqCNigqKofGFmvv9g63a7Xb71te9x5aeu4o+f82b++pVG6kkaur8BZoEfL69vA/6ovuEsX0ScHRHfjIjrIuLVC9wfEfF/y/u/tkC+tCQ1TkT8LfCnwE9QTLD6oxRvlEeG52dJa8EoFpU9P0tapZ4O/CywFyAzb6LIWV6S2juWo0iWfztwTWYeMrH+W1d+j1/7kd9Z+YFJWlk5epP39bl3Zv5iRDwLIDP3xwjNkhERY8BfUsz+ug24LCIunjdp6pOA08vlEcBbyp+SVr0Yucn7+pwJPDBHtH3L87OkQxnNs9voa8L5eUT/a5PWjtEpCcw3m5kZUVRoImLjcjZuQsfyWcBzgcdGxJXl8uTFVvZkKq0iOaBl+GYjYn316BFxbyhnDhoNDweuy8xvZ+YsRbbdOfPWOQd4Vxa+CGyJiJOGPVBJdSgylgex1OAq4G51PPCAeH6WdFDdjIEsWjbPz5IWFxSF5UEsw3dRRPw1xTnrV4B/Bt661I1r71jOzM/DIjNSSFIzvQ74GHBqRFxI8QHZC+oc0DKdDNzQd30bd+2mWGidk4HtKzs0SToiW4FvRMSX6PvALzN/tr4hLYvnZ0lrQkS8Efh2Zp437/bfAO6Wma+qZ2SLWtHzsw10kuqSmX8aEY8HdlHkLP9eZn5iqdvXXliWtIaN2PuniPgL4N2Z+fGIuAJ4JMUHYy/PzB31jm5ZFvowb/6rsZR1iIhzgXPLqzPw4auOcGxNtxUYpdf6cK2F41wLx3i/w9kok1GOwnhd3QM4QgM7P8Ndz9F7Zl7rOXr0eYyrw2Gdn8lVNXnfzwAPXuD2NwNfA5pWWF7R8/PkWz7q+Xn0eYyrw+Gdn2GUozAoC8lLLib3s7AsqRbBSGYsXwv8WfmVtr8H3pOZV9Y7pMOyDTi17/opwE2HsQ6ZeT5wPkBEXJ6ZIzVJ1nKthWOEtXGca+UYD3PLkS0sZ+Zn6x7DERrY+Rk8R69GHuPqcLjn5yRWU2E5M7O7wI3dhs5d4vn5CHiMq8NaOcbD3BJaTUgbXrqI2M3CH34FxTn6qKXsZ7SOWpJqlJlvzswfA34KuA34m4i4JiJ+LyLuW/PwluMy4PSIuFdETALPBC6et87FwPPK2a0fCezMTL9mLanRIuKREXFZROyJiNmI6ETErrrHtQyenyWtFfsi4vT5N5a37a9hPIfi+VnSqpKZmzPzqAWWzUstKoMdy5LqNHodywBk5veAPwH+JCIeCrwD+F/ASLT4ZWY7Il4KXEox5ndk5tUR8eLy/vOAS4AnA9cB+4Bfrmu8koavpon3BuEvKP7Y/wfgTOB5wF0KF03l+VnSoayijuXfAz4aEX8EXFHedibwGuAVdQ1qMZ6fJR1SI79ssTQR8RPA6Zn5NxGxFdicmd9ZyrYWliXVI0cyCgOAiJgAzqYoXjwO+Czw+7UOapky8xKKN7/9t53XdzmBlyxzt+cPYGhNtxaOEdbGcXqMi8nRjcIAyMzrImIsMzsU3yz5t7rHtBwrdH4Gf+dXC49xdTjsY1wtheXM/GhEPA34beDXy5uvBn4uM79e28AOwvPzEfEYVwePcTHByBaWI+J/UXywdz/gb4BJ4O+As5ayvVEYkrREEfH4iHgHRX7auRRvLO+dmb+YmR+sdXANUGbFrWpr4RhhbRynx9gMEXF2RHwzIq6LiFcvcP9zIuJr5fJvEfGQQ+xyX/kV5Ssj4o0R8RvAxhUZ/IgZhd+HI+Uxrg4e49qRmVdl5vMz80fK5XlNLSqvpLXw++Axrg4eY3Mc6j1033o/WkbD/fxBdvd04GeBvQCZeROwealjsbAsqT45oGV4Xgt8AXhAZj41My/MzL1DHYEkrbggu2MDWQ76KBFjwF8CTwIeCDwrIh44b7XvAD+VmT8M/CGH7iJ5LsX725dSvDk+Ffi5ZT8FktRECdmNgSx1i4jTI+KdEfGmiDglIj5a5uN/NSJ+tO7xSdKyRQxmOeTDLOk9dLXen1BE+BzMbPmNiyy3W1ZThoVlSfUZscJyZj4mM9+ambcN71FHw1I/MR1lEfHdiPh6RFx5+LMFN0tEvCMibomIq/puOzYiPhER15Y/j6lzjEdqkWN8XUTcWL6WV0bEk+sc45GKiFMj4tPlZKJXR8TLy9sP67VMIHNsIMshPBy4LjO/nZmzwHuBc+40lsx/y8zby6tfBE456NiLDPwATsrM38/M38zM65Zy3KuV5+fRtBbOz7D6z9GDPj9DEYUxiKUB/gb4N+Am4N8p5izZCvwWRV7+quf5eXSthXO05+flvo4BrdZglkM75Hvo0q8D7wNuOcT+LoqIvwa2RMSvAP8MvG1px21hWVKNIgezqF5L/cR0lXhMZp6RmWfWPZABeSdFXni/VwOfzMzTgU+W10fZO7nrMQL8eflanlFmJo6yNvDKzHwA8EjgJeW/wcN7LXM4HcvAycANfde3lbct5oXARw+2w4h4KnAl8LHy+hkRcfGhBrJaeX4eae9k9Z+fYfWfowd6fk4GU1RuSGF5U2aen5l/CuzPzH/IzOnM/ASwru7BrTTPzyPvnaz+c/Q78fy8vNdxSB3LLOE9dEScTBFxcR6HUJ6H/5GiCH0/4Pcy8/8u8agtLEuSjthSPzFVw2Tm54D5HfjnABeUly8AnjbMMQ3aIse4qmTm9sz8cnl5N3ANxZvLJryWWyPi8r7l3L77FnrnvODHhRHxGIrC8qsO8Xivozgn3QGQmVcCpy1vyKuK5+cRtRbOz7D6z9ENPz/Xrdt3eddB7lutPD+PsLVwjvb8DDTz/TMs7T30/wFeVU5mfVAR8SeZ+YnM/O3M/K3M/ERE/MlSBzu+1BUlaeDsNl4tFvrE9BE1jWUlJfDxiEjgr0dlYofDcGJmbofiDVdEnFD3gFbISyPiecDlFN0Ktx9qg1EQEacBD6X4WvFhv5bZHdgJesdBOpS2UWQgV06h+Er0nUTED1N8He9JmXnrIR6vnZk7Y0Rn5V4Bnp9Xl7VyfoZVeI4e2Pm5Gd3Gg3D/iPgaRYHk3uVlyus/VN+whsbz8+qzVs7Rnp8X3AlL7TZeioO9f4alvYc+E3hv+Z54K/DkiGhn5gcX2N/juWvzxpMWuG1BFpYl1WP4E+9p5Sy563DEnZWZN5VvLj4REf9RfpKv0fMWiongsvz5Z8B/q3VEAxARmyi+wvaKzNx1+MXVHGRh+WAuA06PiHsBNwLPBJ7dv0JE3AN4P/DczPzPJezzqoh4NjAWEacDL6PI8FyrPD9rFK26c/Tgzs/QXT2F5QfUPYCaeX7WKPL8vPielpqPPAiHfA+dmffqjSzincCH5xeVI+K/A78G/FDfh3sAm4F/XepgjMKQJB2pJXUdjrrMvKn8eQvwAYqvMK5GN0fESQDlz0NN9jByMvPmzOxkZhd4K6vgtYyICYo3xRdm5vvLmxv9WmZmG3gpxUzV1wAXZebVEfHiiHhxudrvAccBf7XEiX9+HXgQMAO8h+Lr1a9YifGPCM/Pq0uj/00Pymo7R4/i+XkYMvN7Cy0U562fqHt8Q+D5efVZ9f+uPT83wxLfQy/Fu4GnAheXP6vlRzLzl5a6k9oLy2thJlRJC3PyvlWj94lpRExSfGK6qibLioiNEbG5ugw8Abjq4FuNrIuB55eXnw98qMaxrIjqzWLp6Yz4axlFa8XbgWsy8019dx3ea5lFFMYglkM+VOYlmXnfzLx3Zr6+vO28zDyvvPyizDymb5KYg078k5n7MvN3M/NHM/PM8vL0ko57dfL8vLqs+vMzrK5z9Iqcn1fJ5H0RcVREvCYi/iIinhCFXwe+DfxC3eMbAs/Pq8+qP0d7fj7kToc1ed8h30PPW/cFmfmPC9y+MzO/m5nPKj/Y20/Rjb6p/NbgktQahdE3E+rjKT6xuywiLs7Mb9Q5LklDYlF4VcjMdkRUn5iOAe/IzKtrHtagnQh8oPxq1Djw7sz8WL1DOnIR8R7g0RQTRGwD/hfwBuCiiHghcD3wjPpGeOQWOcZHR8QZFGeh7wK/Wtf4BuQs4LnA1yPiyvK213KYr2Uy0IzloYiIg/4xnpk/O6yxNInn59G1Fs7PsCbO0YM/PzegKDwgfwvcDnwBeBHw28AkcE458eqq5vl5tK2Fc7Tn58N4HUd0jo+IeCrwJuDuFB3a96TohH7QUravO2O5NxMqQERUM6FaWJakEZKZlwCX1D2OlVL+P/WQuscxaJn5rEXuetxQB7KCFjnGtw99ICsoMz/PwlmNsIpey0P4MYpJkN5DMfHKaL6zXwGen0fTWjg/w+o/R4/6+TkizgbeTFH4fFtmvmHe/fcH/gZ4GPC7mfmnffd9F9gNdCgmVp3/jZMfysz/Uq77NmAHcI/M3L1Ch9M4np9H11o4R3t+XlP+CHgk8M+Z+dCIeAyw2O/4XdRdWF4rM6FKWoAxFpLUQDl6HcvA3Si+AfcsislLPgK8ZxV2f0la47I7nMdZ4reLb6OYJPVpi+zmMZm5Y5H75qoLmdmJiO+spaKypFUmGNmOZWAuM2+NiFZEtDLz0xHxJ0vduO7C8pJmQo2Ic4Fzy6sz/5z/OLI5Lku0leIT29XMY1w97nfYW45c3UKS1oZRKyxnZgf4GPCxiFhHUWD+TET8QWb+v3pHJ0mDMtR85EN+u7ickO2WiHjKYez/IRGxq7wcwPryehS7zqOOaPSSNFQBrdqnsTtcd0TEJuBzwIURcQvQXurGdReWlzQTamaeD5wPEBGXH2rillHnMa4Oa+EYoTjOuscgSVJZUH4KRVH5NOD/Au8/2DaStIZtnfc+/vzy7+7KkX67OIGPR0QCfz1v32Tm2HIHLElaEecA08BvAM8Bjgb+YKkb111Y7s2ECtxIMRPqs+sdkqShSOxYlqRGypHrWI6IC4AHAx8Ffj8zV/u32yStRQndwXUs7zhEE8ySvl18EGdl5k0RcQLwiYj4j8z83PKGKEkjZESjMDJzb9/VC5a7fa2F5TUyE6qkBQTOrCRJjTSaGcvPBfYC9wVeFgfe2PuVakmrRsIwozCW9O3ixWTmTeXPWyLiAxTRGhaWJa1eI1ZYjojdFP+1VAOv/gBY1vvnujuWD2cm1PMPvcrI8xhXh7VwjLB2jlOS1FCZObKhdpLUUIf97eKI2Ai0MnN3efkJLONr1ZKklZeZmwexn5F7Ez4/m2k18hhXh7VwjHCEx5kDWiQREadGxHci4tjy+jHl9XvOW++0iNgfEVeu0DgujIjbIuLnV2L/WnlJ0bE8iEWS52cNVmYMZDn042QbqL5dfA1wUWZeHREvjogXA0TE3SJiG/CbwP+IiG0RcRRwIvD5iPgq8CXgI5n5sRV6SqTD5vlZAxNAtAazDGvIEVMR8YqI+IuIODciDqv5uPaOZUlrV1hzkAYmM2+IiLcAbwDOLX+en5nfW2D1b2XmGSs0judExDtXYt8aktGMwpAay/OzBmmIURgLfrs4M8/ru/x9ioiM+XYBD1nZ0UlHzvOzBiegNVpRGBR5ynPAvwBPBh4EvHy5OxmpjuWIODsivhkR10XEq+sez0qIiO9GxNcj4sp5s/SOrIh4R0TcEhFX9d12bER8IiKuLX8eU+cYj9Qix/i6iLixfC2vjIgn1znGI1V+mvvpiLgmIq6OiJeXt6+q11IacX8OPDIiXgH8BPBnh9qg7MD4j4h4W0RcVXZM/HRE/Gv57/rh5Xqvi4gLIuLj5f9V/zUi3lj+n/WxiJhY2UOTpJHm+VmSmsnzs9aqB2bmL2XmXwM/D/zk4exkZArLETEG/CXwJOCBwLMi4oH1jmrFPCYzzzjELL2j5J3A2fNuezXwycw8HfhkeX2UvZO7HiPAn5ev5RnlJ/6jrA28MjMfADwSeEn5b/DwX0ujMKSBysw54Lcp3iC/IjNnl7jpfYA3Az8M3J8iQ/EngN8CXtu33r2BpwDnAH8HfDoz/wuwv7xdq4RRGNJgeX7WYATdHMwiqeD5WQMzYlEYFN3KQC/+6LCMTGGZYhbZ6zLz2+U/9PdS/MNUw2Xm54Db5t18DkXbPeXPpw1zTIO2yDGuKpm5PTO/XF7eTZG1djJH8lpaWJZWwpOA7cCDl7HNdzLz65nZBa6m+LAoga8Dp/Wt99HyzffXgTGgykucv55G2mCKyhaWpbvw/Kwjkjm4RdKdeH7WkYsYzDI8D4mIXeWyG/jh6nJE7FrqTkYpY/lk4Ia+69uAR9Q0lpWUwMcjIoG/XsUTwJ2YmduhKFhGxAl1D2iFvDQingdcTtHte3vdAxqEiDgNeCjw7xzua5lmLEuDFhFnAI+n+FbB5yPivdW/z0OY6bvc7bve5c7vFWYAMrMbEXPlm+eF1tMoM2NZGjjPzxqU7NptLA2S52cNRAS0Rql3FzJzbBD7GaWjXuh/0NX4V89Zmfkwik/MXhIRj6p7QDpsb6H42ssZFJ9+HjKraRRExCbgfRRfE1ryp1iSVlZEBMV55xWZeT3wv4E/rXdUkiTPz5LUTJ6fpSM3SoXlbcCpfddPAW6qaSwrJjNvKn/eAnyAIgJkNbo5Ik4CKH/eUvN4Bi4zb87MTvnVmLeyCl7LcnKB9wEXZub7y5sP/7U0CkMapF8Brs/MT5TX/wq4f0T8VI1j0ghKzFiWBszzswYmMwaySAI8P2uQRi8KYyBGqe3+MuD0iLgXcCPwTIpw9FUjIjYCrczcXV5+AvAHNQ9rpVwMPB94Q/nzQ/UOZ/Ai4qS+r9A8HbiqzvEcqfLT3LcD12Tmm/ruOuzXclhRGBFxNsXECmPA2zLzDfPufw7wqvLqHuC/Z+ZXhzM6aTDK6KTz+653gB9ZwnbfpS9PLjNfsNB9mfm6edtt6rt8p/s04ozCkAbK87MGJcGJ96QB8vysgRruxHuNMTJHXc5Q+FLgUopJwy7KzKvrHdXAnUiR6fNV4EvARzLzY4fYpvEi4j3AF4D7RcS2iHghRRHy8RFxLUWe0RsOto+mW+QY3xgRX4+IrwGPAX6j1kEeubOA5wKPjYgry+XJNPy1jIgx4C8p4mUeCDwrIh44b7XvAD+VmT8M/CF9by6kVagDHB0RV67EziPiQuCngOmV2L8krWKenyWpmTw/S4sYpY5lMvMS4JK6x7FSMvPbwEPqHsegZeazFrnrcUMdyApa5BjfPvSBrKDM/DwLZ53D4b6Ww2mIezhwXfnvi4h4L3AO8I3eMDL/rW/9L1JE7UirUmbewJ2jpQa9/+es1L41PHYsS8Pn+VmHlJCenqWh8/ysJRnBGItBGKnCsqTVZUhRGCcDN/Rd3wY84iDrvxD46IqOSJIazXxkSWoq85ElqYEioDUyoRADZWFZ0mqwNSIu77t+fpmXBQt3WS9YMYmIx1AUln9iwOOTJEmSJElaVSwsS6pHMsgojB2ZeeYi923jzl9bOgW4af5KEfHDwNuAJ2XmrQMbmSSNGifvk6SGCifvk6SmMgpDkoZsOHWLy4DTI+JewI3AM4Fn968QEfcA3g88NzP/cyijkqSGSiwsS1ITJWYsS1JjhVEYkrTqZGY7Il4KXAqMAe/IzKsj4sXl/ecBvwccB/xVFJ8ytg/SAS1JkiRJkrTmWViWVItgaJP3kZmXAJfMu+28vssvAl40nNFIUsMZhSFJjeXkfZLUQBHQWpvn57XZp63DFhGnRsR3IuLY8vox5fV7zlvvtIjYHxFXrtA4LoyI2yLi51di/xqSHNAiSRqo7OZAFknSACV0MwaySJIGLFqDWUbM6I1YtcrMG4C3AG8ob3oDcH5mfm+B1b+VmWes0DieA1y8EvuWJEmSJEmSdHBGYehw/DlwRUS8AvgJ4NcPtUFEnAZ8DPg88Ejgq8DfAL8PnAA8JzO/FBGvA+4FnATcF/jNcv0nUUy89tTMnBvs4agu4ewjktRAdhtLUlNlt+4RSJIWFGvz2yAWlrVsmTkXEb9NUSh+QmbOLnHT+wDPAM4FLgOeTVGY/lngtcDTyvXuDTwGeCDwBeDnMvN3IuIDwFOADw7mSFQrYywkqZHSjGVJaqTEjGVJaqYYyRiLQVibR61BeBKwHXjwMrb5TmZ+PTO7wNXAJzMzga8Dp/Wt99GyK/nrwBhFAZsF1pMkSZIkSZJUAzuWtWwRcQbweIqIis9HxHszc/sSNp3pu9ztu97lzr+LMwCZ2Y2IubL4vNB6GnFhQ5wkNZIdy5LURE68J0mNFEBrbZ6fLdJpWSIiKCbve0VmXh8R/xv4U+A59Y5MI8m6hSQ1j1EYktRMWcQVSZIayIxlaUl+Bbg+Mz9RXv8r4AUR8VOZ+dkax6URZMeyJDWThWVJap4EO5YlqanWaMayhWUtS2aeD5zfd70D/MgStvsufXnMmfmChe7LzNfN225T3+U73SdJkiRJkiSpHhaWtVI6wNERcWVmnjHonUfEhcCPA/846H1riGyIk6QGSjuWJamhjMKQpAaKMGNZGqTMvAE4dQX3b6bzqEujMCSpidKMZUlqrDQKQ5KaaY1GYazNo5YkSZIkSZIkHTY7liXVx4Y4SWokO5YlqZk8PUtSQ8Xa/EaJhWVJtQiMwpCkRjIKQ5IaKdOMZUlqpjAKQ5IkSZIkSZKkpbBjWVJ9bLmQpEayY1mSmqnr5H2S1DwBtNbm+dnCsqTaGIUhSU2UFpYlqaHsy5CkhjIKQ5IkSZIkSZKkQ7NjWVI9slwkSY2STt4nSY1lx7IkNVQYhSFJQxXdukcgSVqIhWVJap7EjGVJaqaA1toMhVibRy1JkiRJkiRJOmx2LEuqjw1xktQ8RmFIUmN5dpakBgrWbBSGHcuSahM5mEWSNFjZzYEskqQBSugOaFmKiDg7Ir4ZEddFxKsXuP/+EfGFiJiJiN9azraStOpEazDLiBm9EUuSJEmSpBUTEWPAXwJPAh4IPCsiHjhvtduAlwF/ehjbSpJWAaMwJNUjcVprSWqitNtYkpooCZKhfdX64cB1mfltgIh4L3AO8I3eeDJvAW6JiKcsd1tJWl1izUZhWFiWVBtjLCSpeRIzliWpqYZ4ej4ZuKHv+jbgEUPYVpJGU2tthkJYWJZUH+sWktRIFpYlqZkGeHbeGhGX910/PzPP77u+UOvdUh/+SLaVpNGzhifvs7AsSZIkSdLasiMzzzzI/duAU/uunwLctMR9H8m2kqQRYmFZUi0CozAkqZHSjmVJaqJkqFEYlwGnR8S9gBuBZwLPHsK2kjSCAsIoDEkankwn75OkhrKwLEnNNKyzc2a2I+KlwKXAGPCOzLw6Il5c3n9eRNwNuBw4CuhGxCuAB2bmroW2HdLQJakeRmFIkiRJkiRBZl4CXDLvtvP6Ln+fIuZiSdtKklYfC8uSamMUhiQ1UKYdy5LUUJ6eJamhjMKQpCHzjbEkNU5iFIYkNZVnZ0lqoAhorc0ojLVZTpckSZIkSZIkHTY7liXVxigMSWomO5YlqXkS6NY9CEnSwozCkKQhSgyJk6QmSgvLktRUnp0lqaHCKAxJkiRJkiRJkg7JjmVJ9bHlQpIaKO1YlqSGMgpDkpoojMKQpGEzY1mSGsgoDElqpATS07MkNVIYhSFJkiRJkiRJ0qHZsSypPrZcSFLjJHYsS1JTGYUhSQ0UrNkojLV51JIaIXIwiyRpsLKbA1kOJSLOjohvRsR1EfHqBe6/f0R8ISJmIuK3VuRgJWmE5IAWSdIglRnLg1iW8miHfg/9nIj4Wrn8W0Q8ZOCHXLJjWZIkSUMXEWPAXwKPB7YBl0XExZn5jb7VbgNeBjxt+COUJEmSmmWJ76G/A/xUZt4eEU8CzgcesRLjsbAsqR62S0hSMw1v8r6HA9dl5rcBIuK9wDlA701xZt4C3BIRTxnGgCSpyRKjMCSpsVpDm7xvKe+h/61v/S8Cp6zUYCwsS6pFAGHGsiQ10NJiLAbgZOCGvuvbWKFOCklaLSwsS1JDDS9jebnvoV8IfHSlBmNhWZIkSStla0Rc3nf9/Mw8v7y8UFuHnzhKkiRpLTvY+2dYxnvoiHgMRWH5JwY4vjuxsCypPrZcSFIjZQ7sBL0jM89c5L5twKl9108BbhrUA0vSauSnb5LUQAHEwKIwDvb+GZb4Hjoifhh4G/CkzLx1UIObz8KypNoYhSFJzZMJOZzz82XA6RFxL+BG4JnAs4fxwJI0isxYlqSmimFGYRzyPXRE3AN4P/DczPzPlRyMhWVJ9XDyPklqqBxkx/Lij5LZjoiXApcCY8A7MvPqiHhxef95EXE34HLgKKAbEa8AHpiZu1Z8gJLUOEn6BlqSmmlwHcsHtZT30MDvAccBfxXFuNqH6II+bBaWJUmSVIvMvAS4ZN5t5/Vd/j4rOIu1JEmSNGqW8B76RcCLhjEWC8uSapLF960lSY0zpCgMSdIyGYUhSQ01vCiMRrGwLKk2Yd1CkhrJwrIkNZNnZ0lqoAhoDScKo2nWZjldkiRJkiRJknTY7FiWVB874iSpkYYxeZ8kaXkSozAkqbHWaBTG2jxqSfVLiO5glkOJiLMj4psRcV1EvHqB++8fEV+IiJmI+K2VOFxJGhWZObBFkjRYGTmQRZI0YBGDWUaMHcuSVrWIGAP+Eng8sA24LCIuzsxv9K12G/Ay4GnDH6EkSZIkSdLosbAsqT7D6WZ7OHBdZn4bICLeC5wD9ArLmXkLcEtEPGUYA5KkpjMKQ5KaybOzJDVRrNkoDAvLkuozuLry1oi4vO/6+Zl5fnn5ZOCGvvu2AY8Y2CNL0ipkYVmSmseMZUlqsBGMsRgEC8uSVoMdmXnmIvctdHY3WE6SJEmSJOkIWFiWVJsYThTGNuDUvuunADcN44ElaTQ58Z4kNVXaHyFJzRMYhSFJQzecwsVlwOkRcS/gRuCZwLOH8cCSNKosLEtSMxmFIUlNFNCysCxJq05mtiPipcClwBjwjsy8OiJeXN5/XkTcDbgcOAroRsQrgAdm5q66xi1JkiRJktRkFpYl1WOIs49k5iXAJfNuO6/v8vcpIjIkac3LdPI+SWqixCgMSWqqcPI+SRqeIIeVsSxJWiajMCSpmfzYT5Iaao1mLK/No5YkSZIkSZIkHTY7liXVx444SWqgNApDkhoqB/VNa9+GS9LgBGAUhiQNmYVlSWokozAkqXmKKUo8P0tS88SajcKwsCypHkOcvE+StDx2LEtSM3l2lqSGWqMdy2uznC5JkiRJkiRJOmx2LEuqTfhVa0lqnMw0CkOSGinJIUZhRMTZwJuBMeBtmfmGefdHef+TgX3ACzLzy+V93wV2Ax2gnZlnDm3gklSH1trs3bWwLKk+Fi4kqZGMwpCk5hlmklxEjAF/CTwe2AZcFhEXZ+Y3+lZ7EnB6uTwCeEv5s/KYzNwxpCFLUn0ijMKQJEmSJEkCHg5cl5nfzsxZ4L3AOfPWOQd4Vxa+CGyJiJOGPVBJUn3sWJZUk7RjWZIayigMSWqm7vCiME4Gbui7vo07dyMvts7JwHaKBuuPR0QCf52Z56/gWCWpfrE2e3ctLEuqR2JhWZIaKY3CkKSGysF903prRFzed/38ecXfhR5p/pv3g61zVmbeFBEnAJ+IiP/IzM8dwXglqdnWaBSGhWVJkiRJktaWHYeYUG8bcGrf9VOAm5a6TmZWP2+JiA9QRGtYWJakVWZt9mlLaobugBZJ0kBl5kAWSdLgFJP35UCWJbgMOD0i7hURk8AzgYvnrXMx8LwoPBLYmZnbI2JjRGwGiIiNwBOAqwb2REhSI8WAltFix7Kk2oRFB0lqnEyMwpCkhsohZSxnZjsiXgpcCowB78jMqyPixeX95wGXAE8GrgP2Ab9cbn4i8IEovhY+Drw7Mz82lIFLUi3CKAxJkiRJkiSAzLyEonjcf9t5fZcTeMkC230beMiKD1CSVDsLy5LqY8eyJDWSMRaS1Ex+n0SSGsqOZUkaogS6Fi4kqXnSKAxJaqBcej6yJGno1mZh2cn7JEmSJEmSJEnLYseypJqkURiS1FB2LEtSM/nuWZIaKDAKQ5KGzsKyJDWSGcuS1Ezd8PwsSY20NuvKRmFIkiRJkiRJkpbHjmVJ9bEjTpIaJzPtWJakBkpw8j5Jaqy12bJsYVlSPRLo+sZYkprIjGVJaibfPUtSE4UZy5I0XAkWLiSpkexYlqRmsmNZkhpqjRaWzViWJEmSJEmSJC2LHcuS6mNHnCQ1UBqFIUkNZMayJDXZ2uxYtrAsqR5mLEtSY1lYlqRm8uwsSQ1lFIYkSZIkSZIkSYdmx7Kk+hiFIUmNk+nkfZLUTEkahSFJDbU2O5YtLEuqj4ULSWokC8uS1DxmLEtSQ0UYhSFJkiRJkiRJ0lLYsSypJmnHsiQ1Ujp5nyQ1UUA3fP8sSY20RjuWLSxLqkcCXQsXktRERmFIUvMUURiSpGZam4VlozAkSZIkSZIkSctix7Kk+tgRJ0mNZBSGJDWTk/dJUjOFURiSNGQWliWpcTLTKAxJaqi0sCxJzbRGC8tGYUiSJEmSJEmSlsWOZUk1SejacSFJTWQUhiQ1T5JGYUhSIwVrdfI+C8uS6pEWLiSpqYzCkKRmsrAsSQ1lFIYkSZIkSZIkSYdmx7Kk+hiFIUkNlH6jRJIayo5lSWqgYM12LFtYllQfv2otSY1kFIYkNU9iYVmSmsvCsiQNTyZ07YiTpKZJM/AlqbG6a7NuIUnNt0Y7ls1YliRJkiRJkiQtix3LkurjV60lqZGMwpCk5jEKQ5IabG02LFtYllSfNApDkhrIyfskqZnSwrIkNVKwVivLRmFIkiRJkiRJkpbFjmVJNUmjMCSpoYzCkKTmSaBjx7IkNdManbzPwrKkeiTQ9Y2xJDWRURiS1ExGYUhSAwVrtrBsFIYkSZIkSZIkaVnsWJZUHzviJKlxMp28T5Kayo5lSWqqtdmxbGFZUi0SSKMwJKmRzFiWpOZJkk74wZ8kNZJRGJIkSZIkSZIkHZqFZUn1yCyiMAaxHEJEnB0R34yI6yLi1QvcHxHxf8v7vxYRD1uRY5akEVHEYRz5ciienyVp6RLokANZluJIztGH2laSVpcoOpYHsSzl0Rr0HtooDEm1GUYURkSMAX8JPB7YBlwWERdn5jf6VnsScHq5PAJ4S/lTktag4WQse36WpOVbalH4SB3JOXqJ20rSKjOcKIymvYe2Y1nSavdw4LrM/HZmzgLvBc6Zt845wLuy8EVgS0ScNOyBStIa4/lZkprrSM7RS9lWknR4GvUe2o5lSfUZQkcccDJwQ9/1bdz1k7qF1jkZ2L6yQ5OkZhrS5H2enyVpGRLoxNAmVz2Sc/RStpWk1WV4k/c16j20hWVJtdjN7Zf+c/7j1gHtbioiLu+7fn5mnl9eXujsPv8d+VLWkaQ1Yuel8E+enyWpYbp546W7p18zjPMzHNk52nO3pDXliq9ceWls3DIK5+eBs7AsqRaZefaQHmobcGrf9VOAmw5jHUlaEzw/S1IzDfH8DEd2jp5cwraStGqM0Pl54MxYlrTaXQacHhH3iohJ4JnAxfPWuRh4Xjlz6iOBnZnp16wlaWV5fpak5jqSc/RStpUkHZ5GvYe2Y1nSqpaZ7Yh4KXApMAa8IzOvjogXl/efB1wCPBm4DtgH/HJd45WktcLzsyQ115GcoxfbtobDkKRVp2nvoWNIk7NIkiRJkiRJklYJozAkSZIkSZIkSctiYVmSJEmSJEmStCwWliVJkiRJkiRJy2JhWZIkSZIkSZK0LBaWJUmSJEmSJEnLYmFZkiRJkiRJkrQsFpYlSZIkSZIkSctiYVmSJEmSJEmStCwWliVJkiRJkiRJy2JhWZIkSZIkSZK0LBaWJUmSJEmSJEnLYmFZkiRJkiRJkrQsFpYlSZIkSZI0ciLiMxHxosPc9nUR8XeDHpMO7Uhet3L7PRHxQ4Mckw6PhWVJkiRJkiQNRVkUrJZuROzvu/6cuse3XBFxWkRkRIwfZJ3XRcTcvGO/Y4jDPCwR8c6ImJ037q8OeQx3KUJn5qbM/PYwx6GFWViWJEmSJEnSUJRFwU2ZuQm4Hnhq320XLmUfURi1mtbf9x97Zm4Z9AMcrLh9BN44b9wPWYHH0IgatX+EkiRJkiRJWmXmR1PM7wQuO1dfHxH/CuwDqiiEe0fElyJiZ0R8KCKOLdd/dERsm/cY342In17k8R8ZEf8WEXdExFcj4tF9930mIv4wIv41InZHxMcjYmt59+fKn3eUHb0/dhjHnhHx4oi4NiJuj4i/jIjou/+/RcQ15X2XRsQ95237koi4Fri2vO13ImJ7RNwUES8q17lPRPxoRNzcX4COiJ+LiCsPY8wfi4iXzrvtqxHxX8vLPx4Rl5Wvy2UR8eOL7GfR1z0iXg/8JPAX5XP7F33HfJ/y8tER8a6I+EFEfC8i/kf1oUNEvCAiPh8Rf1o+d9+JiCct91i1OAvLkiRJkiRJGgXPBc4FNgPfK297HvDfgLsDbeD/LnenEXEy8BHgj4Bjgd8C3hcRx/et9mzgl4ETgMlyHYBHlT+3lB29X1ju45d+BvhR4CHALwBPLMf2NOC1wH8Fjgf+BXjPvG2fBjwCeGBEnA38JvDTwH2An6pWyszLgFuBx/dt+0vA3x7GeN8NPKu6EhEPBO4JfKQs7n+E4rU4DnhTeftxy3mAzPxdiuN9afncvnSB1f4fcDTFBw0/RfH78Mt99z8C+CawFXgj8Pb+or2OjIVlSZIkSZIkjYJ3ZubVmdnOzLnytr/NzKsycy/wP4FfiIixZe73l4BLMvOSzOxm5ieAy4En963zN5n5n5m5H7gIOGOZj/ELZTd0tXx63v1vyMw7MvN64NN9+/9V4I8z85rMbAP/H3BGf9dyef9t5dh+oRzr1Zm5D/j9eY9zQXm8lAXgJ1IUiRfzW/PGfUF5+wfmjeM5wPszcwZ4CnBtZv5t+Vq9B/gP4KlLeJ6WrHydfxF4TWbuzszvAn9G8QFE5XuZ+dbM7FAc+0nAiYMcx1pmYVmSJEmSJEmj4IZD3PY9YIKiO3U57gk8o7+ACvwERRGy8v2+y/uATct8jIsyc0vf8ph59y+2/3sCb+4b121AACf3rd//HNx93vX5z9nfAU+NiE0UReh/ycztBxn3n84b9/MBMnM3RVfyM8v1nglUGdl350BHeeV788Y8CFspusf7H2v+4/Se17LQDst/7bQIC8uSJEmSJEmq215gQ9/1uy2wTi5w26l9l+8BzAE75u+v7G49noXdQNH53F9A3ZiZb1jCuBca0yDdAPzqvLGtz8x/W2QM24FT+q73Pz9k5o3AF4CnU3T2Hk4MRuU9wLPKXOn1FJ3WADdRFMT73QO4cYF9HOp1P9jzu4Pi9e5/rMUeRyvAwrIkSZIkSZLqdiXwqIi4R0QcDbxmidv9UkQ8MCI2AH8A/GMZe/CfwFREPCUiJoD/AaxbZB9VF+8TI2IsIqbKyf9OWWT9fj8AuhyYTHDQzgNeExEPgt5kdc84yPoXAb8cEQ8on5PfW2CddwG/A/wXikiLw3UJRVH3D4C/z8xu3+33jYhnl5Pw/SLwQODDC+zjSg7+ut/MIs9t+TpfBLw+IjaXsRy/SfF6aggsLEuSJEmSJKlWZa7x3wNfA65g4SLkQv4WeCdF5MEU8LJyfzuBXwPeRtHBuhfYtshj3wCcQzFJ3g8ouoR/myXUzcp4hdcD/1rGVTxykVV/MSL2zFtOWML+PwD8CfDeiNgFXAU86SDrf5Ri0rxPA9dRdCcDzPSt9gGKgvAHymzqg/mdeWPe0fdYM8D7KSYKfHff7bdSTEb4SorJAn8H+JnM3ME8S3jd3wz8fETcHhELTcz46xSv7beBz5fjeMchjkkDEpkr3bEvSZIkSZIkadgi4gEUxeh15eR/1e3foojY+OfaBqeRZ8eyJEmSJEmStEpExNMjYjIijqHodv6neUXln6PILv5UXWPU6mBhWdKqVmZjfSkivhoRV0fE75e3HxsRn4iIa8ufx/Rt85qIuC4ivhkRT6xv9JIkSVI9IuK7EfH1iLgyIi4vb1v0PbSkRvlVikiPbwEd4L9Xd0TEZ4C3AC/py0SWDouFZUmr3Qzw2Mx8CHAGcHaZefVq4JOZeTrwyfI6EfFA4JnAg4Czgb8qZw+WJEmS1prHZOYZmXlmeX3B99CjJiJOjYhPR8Q1ZfPJy8vbn1Fe70bEmfO2OWTziYV3NUVmnp2ZR2fmsZn59Mzc3nffozPzhMy8tM4xanWwsCxpVcvCnvLqRLkkxcQMF5S3XwA8rbx8DvDezJzJzO9QTHbw8OGNWJIkSWqsxd5Dj5o28MrMfADwSOAlZYPJVcB/BT7Xv/Iymk9WReFdkpZqvO4BSFqbzj777Nyx4y4Twh6WK6644mpguu+m8zPz/OpK+abvCuA+wF9m5r9HxInVp7aZub1vNt6TgS/27WtbeZskrQlnR9x1uu7DdAVcmplnD2h3krSmPfExG/PW2zoD2dcVX5s56PvnUgIfj4gE/rq8f7H30COlPIbqOHZHxDXAyZn5CYCImL9Jr/kE+E5EVM0nX1hgvUeXly8APgO86mBj2bp1a5522mnLGn+73WZ8fPWVczyu0eJxjZbquK644oodmXn8oPa7+p4pSSNhx44dXH755QPZV0RM93097y4yswOcERFbgA9ExIMPtruFdnGEQ5SkkbEDGMzZGQK2DmhXkrTm3Xpbhy9deo+B7GvspGsP+v65dFZm3lQWjz8REf8xkAdvmIg4DXgo8O8HWW2pzSfLLryfdtppy/67aMeOHWzduvr+i/W4RovHNVqq44qI7w1yvxaWJdUkKb6BNsRHzLyjnKjgbODmiDipfMN3EnBLudo24NS+zU4BbhrqQCWpbq0BpaV1nQ9GkgYlgS7DO69m5k3lz1si4gMUHbqLvYceSRGxCXgf8IrM3HWwVRe47bCbTyLiXOBcgFNOOYXlfpNz586dh/vQjeZxjRaPa7Ss1HFZWJa0qkXE8cBcWVReD/w08CfAxcDzgTeUPz9UbnIx8O6IeBNwd+B04EtDH7gkSZJUk4jYCLTKmIiNwBOAP2Dx99AjJyImKIrKF2bm+w+x+lKbT5ZUeC9jRc4HOPPMM/NwuiNXY0cleFyjxuMaLStxXBaWJdVoKB3LJwEXlDnLLeCizPxwRHwBuCgiXghcDzwDIDOvjoiLgG+UA3xJGaUhSWuHHcuS1EBJJ4d2Xj2RIkIOirrBuzPzYxFxGQu8hx41URzY24FrMvNNS9hkqc0nq6bwLklLYWFZUk2GE4WRmV+jyEybf/utwOMW2eb1wOtXeGiS1EwRgyssS5IGpojCGM7UH5n5beAhC9y+6HvoEXMW8Fzg6xFxZXnba4F1wP8Djgc+EhFXZuYTD9Z8EhFvA87LzMspCsojX3iXpKWysCxJkiRJktaMzPw8C+cmA3xgkW0WbD7JzBf1XV4thXdJWhILy5JqMvzJ+yRJS2THsiQ10jAn75Mk6VAsLEuqiYVlSWokozAkqZGSpJPDicKQJGkp/KtBkiRJkiRJkrQsdixLqokdy5LUWHYsS1IjDWvyPkmSlsLCsqSaWFiWpMaysCxJjZNAx8KyJKlB/KtBkiRJkiRJkrQsdixLqpEdy5LUOE7eJ0mNZRSGJKlJLCxLqknxZT5JUgNZWJakxkmgkxaWJUnN4V8NkiRJkiRJkqRlsWNZUk2cvE+SGskoDElqrG7dA5AkNcNXvgI33ww//dMwXl9518KypJpYWJakxrKwLEmNkyQdM5YlSQB/9VfwD/8At95a6zAsLEuqkYVlSWokC8uS1DwJHevKkiSAz34WHvUoGBurdRj+1SBJkiRJkiRJo+Cmm+Daa+HRj657JHYsS6qLURiS1EhmLEtSIyVmLEuSKLqVAX7qp+odBxaWJdXGwrIkNZaFZUlqoKBD1D0ISVLdPvMZOOooOOOMukdiFIYkSZIkSZIkjYRPfaroVq45XxnsWJZUGzuWJamRjMKQpEZKoOvkfZK0tl1/PVx3HbzkJXWPBLCwLKk2FpYlqbEsLEtSIxmFIUlr3Kc/Xfx83OPqHUfJvxokSZIkSZIkqek+9Sk4/nh40IPqHglgx7KkWtmxLEmNZMeyJDVOYseyJK1pmUVh+TGPacz7dQvLkmpiFIYkNZIZy5LUWN20sCxJa9a118K2bfDYx9Y9kh7/apAkSZIkSZKkJvvUp4qfDclXBjuWJdXGjmVJaiw7liWpcYzCkKQ17lOfglNPhXvfu+6R9FhYllQTC8uS1EhGYUhSIyVBxy8dS9La1O3Cpz8NT3lK8X69IfxfSZIkSZIkSZKa6qqrYMeORuUrgx3Lkmpjx7IkNZYdy5LUSE7eJ0lr1Cc/Wfy0sCxJFQvLktRIFpYlqXHMWJakNexTn4L73hdOOaXukdyJfzVIkiSpNhExFhFfiYgPl9ePjYhPRMS15c9j+tZ9TURcFxHfjIgn1jdqSZIkaUjabfjsZxvXrQx2LEuqjVEYktRIw5+87+XANcBR5fVXA5/MzDdExKvL66+KiAcCzwQeBNwd+OeIuG9mdoY5WEmqT9BJe8Mkac254grYvbuRhWX/V5JUk6qwPIhFkjRQrdZglkOIiFOApwBv67v5HOCC8vIFwNP6bn9vZs5k5neA64CHD+qQJanpEujSGsgiSRohn/pU8fPRj651GAuxY1lSTYqUOElSwwy3Y/n/AL8DbO677cTM3A6Qmdsj4oTy9pOBL/att628TZLWDDOWJWkN+uQn4SEPgeOPr3skd+FHlZIkSVopWyPi8r7l3OqOiPgZ4JbMvGKJ+1qompIDGaUkSZLURPv3w7/+ayNjMMCOZUm1MWNZkhprcB3LOzLzzEXuOwv42Yh4MjAFHBURfwfcHBEnld3KJwG3lOtvA07t2/4U4KZBDVSSmi7TjGVJWnP+5V9gehqe8IS6R7Ig/1eSVCMzliWpkYaQsZyZr8nMUzLzNIpJ+T6Vmb8EXAw8v1zt+cCHyssXA8+MiHURcS/gdOBLK3H4ktRUXWIgiyRpRFx6KaxbB496VN0jWZCFZUmSJDXJG4DHR8S1wOPL62Tm1cBFwDeAjwEvyUzD+iVJyxYRp0bEpyPimoi4OiJeXt5+bER8IiKuLX8eU97+nIi4sm/pRsQZC+z3dRFxY996Tx7yoUlabT7+cfjJn4QNG+oeyYKMwpBUE6MwJKmRhjt5HwCZ+RngM+XlW4HHLbLe64HXD21gktQgxdTX9oYNSBt4ZWZ+OSI2A1dExCeAFwCfzMw3RMSrgVcDr8rMC4ELASLivwAfyswrF9n3n2fmn674EUha/W68Ea66Cp7//EOvWxMLy5JqYmFZkhpryIVlSdJSmLE8KJm5HdheXt4dEdcAJwPnAI8uV7uA4kPPV83b/FnAe4YyUElr28c/Xvx84hPrHcdBWFiWJEmSJElrUkScBjwU+HfgxLLoTDmJ7AkLbPKLFAXoxbw0Ip4HXE7RFX37Ao95LnAuwCmnnMKOHTuWNeadO3cua/1R4XGNFo9r5W2++GLGTzyR2+92N1jmeWK+lTouC8uSamLHsiQ1Ug1RGJKkQ0ugaxTGQEXEJuB9wCsyc1fEwSc2jIhHAPsy86pFVnkL8IcUL9cfAn8G/Lf5K2Xm+cD5AGeeeWZu3bp12WM/nG1Ggcc1WjyuFdTpwOc+B099KluPP34gu1yJ47KwLKkmFpYlqbEsLEtSI3Xy4IVPLV1ETFAUlS/MzPeXN98cESeV3conAbfM2+yZHCQGIzNv7tv/W4EPD3jYktaKK66A225rdAwG4MedkiRJkiRp7YiiNfntwDWZ+aa+uy4Gqlmyng98qG+bFvAM4L0H2e9JfVefDizW2SxJB/fxjxffJHz84+seyUHZsSypRnYsS1Ij2bEsSY2TBB17wwblLOC5wNcj4sryttcCbwAuiogXAtdTFJIrjwK2Zea3+3cUEW8DzsvMy4E3RsQZFF/P/C7wqyt4DJJWs0svhYc9DJoQy3EQFpYl1cQoDElqJDOWJamxuun5eRAy8/PAYrkij1tkm88Aj1zg9hf1XX7uIMYnaY3buRO+8AV41avqHskh+b+SJEmSJEmSJDXBpz5VTN7X8HxlsGNZUm3sWJakxrJjWZIaJ8EoDElaCy69FDZtgh/7sbpHckgWliXVxMKyJDWSURiS1EhJ0MnF0hskSatCZlFYfuxjYWKi7tEckn81SJIkSZIkSVLdrrsOvvvdkYjBADuWJdXGjmVJaiw7liWpkbr2hknS6nbJJcXPs8+udxxLZGFZUo0sLEtSI1lYlqTGyYROen6WpFXtIx+B+98ffuiH6h7JklhYllQTO5YlqZHMWJakhgq6mLEsSavW7t3w2c/Cy15W90iWzL8aJEmSJEmSJKlO//zPMDsLT3lK3SNZMjuWJdXEjmVJaiw7liWpcRKjMCRpVfvIR+Doo+Gss+oeyZL5v5KkmlSF5UEsi4uIUyPi0xFxTURcHREvL29/XUTcGBFXlsuT+7Z5TURcFxHfjIjRmIpVkgalisIYxCJJGqgOrYEskqSG6XaLwvITnwgTE3WPZsnsWJa02rWBV2bmlyNiM3BFRHyivO/PM/NP+1eOiAcCzwQeBNwd+OeIuG9mdoY6akmSJEmStDZ85Svw/e+PVAwGWFiWVKuVr9Vm5nZge3l5d0RcA5x8kE3OAd6bmTPAdyLiOuDhwBdWfLCS1BR2G0tS4yRBN528T5JWpY98pPjm4JOeVPdIlsXCsqSaDD9jOSJOAx4K/DtwFvDSiHgecDlFV/PtFEXnL/Ztto2DF6IlaXWpojAkSY1jjIUkrVIf/jA84hFw/PF1j2RZ/F9J0mqwNSIu71vOnb9CRGwC3ge8IjN3AW8B7g2cQdHR/GfVqgvsP1dm2JIkSZIkaU27+Wa47DL4mZ+peyTLZseypJoMtGN5R2aeudidETFBUVS+MDPfD5CZN/fd/1bgw+XVbcCpfZufAtw0qIFK0kiwY1mSGieBbnp+lqRV55JLip8jlq8MFpYl1WY4URgREcDbgWsy8019t59U5i8DPB24qrx8MfDuiHgTxeR9pwNfWvGBSlKTWFiWpAYKOgt+uU6SNNI+8hE4+WR4yEPqHsmyWViWtNqdBTwX+HpEXFne9lrgWRFxBkWF+7vArwJk5tURcRHwDYrK90syc+VnGZQkSZIkSWvL7Cx8/OPwrGcVc52MGAvLkmoynI7lzPw8C+cmX3KQbV4PvH7FBiVJTebkfZLUSEZhSNIq9C//Art3j2QMBlhYllSb4RSWJUmHwcKyJDWSURiStMp85COwbh087nF1j+Sw+FeDJEmSJEmSJA1TJnzwg0VReePGukdzWOxYllQjO5YlqXGMwpCkRsoMozAkaTX5+tfhO9+B17627pEcNgvLkmpiFIYkNZaFZUlqpI6FZUlaPT74waKp46lPrXskh83/lSRJkiRJ0p1ExFhEfCUiPlxePzYiPhER15Y/j6l7jJI00j7wAfjxH4cTT6x7JIfNwrKkmlQdy4NYJEkD1WoNZpEkDUwCXWIgyxK9HLim7/qrgU9m5unAJ8vrkqTD8d3vwpVXwtOfXvdIjohRGJJqYhSGJDWSGcuS1FAxtCiMiDgFeArweuA3y5vPAR5dXr4A+AzwqqEMSJJWmw99qPh5zjn1juMIWViWVBMLy5LUWBaWJalxEujmkruND2VrRFzed/38zDy/7/r/AX4H2Nx324mZuR0gM7dHxAmDGowkrTkf/CA8+MFwn/vUPZIjYmFZkiRJkqS1ZUdmnrnQHRHxM8AtmXlFRDx6qKOSpLVgxw743Ofgd3+37pEcMQvLkmpkx7IkNY5RGJLUWJ3hTJN0FvCzEfFkYAo4KiL+Drg5Ik4qu5VPAm4ZxmAkadX58Ieh24WnPa3ukRwx/2qQVBMn75OkxnLyPklqnCTo5mCWgz5O5msy85TMPA14JvCpzPwl4GLg+eVqzwc+tJLHK0mr1gc/CKeeCg99aN0jOWK+45ckSZIkSYfyBuDxEXEt8PjyuiRpOfbuhUsvLbqVY2C5+bUxCkNSTZy8T5Iay25jSWqk7pB7wzLzM8Bnysu3Ao8b6gAkabX5+Mdhehqe/vS6RzIQFpYl1cTCsiQ1khnLktRImdA5RIyFJKnhPvhBOOYY+MmfrHskA+FfDZIkSZIkSZK0kubm4J/+CX7mZ2B8dfT6ro6jkDSC7FiWpMayY1mSGulQE+9paSLiVOBdwN2ALnB+Zr45Io4F/h44Dfgu8AuZeXtEnAZcA3yz3MUXM/PFC+x3we1X8lgkjZBPfQpuvx1+/ufrHsnA+FeDpBp1BrRIkgamisIYxCJJGpgk6GZrIItoA6/MzAcAjwReEhEPBF4NfDIzTwc+WV6vfCszzyiXuxSVSwfbXtJad9FFcNRR8IQn1D2SgfF/FEmSJEmStGZk5vbM/HJ5eTdFN/LJwDnABeVqFwBPW+auj3R7SavV3FyRr/yzPwtTU3WPZmCMwpBUE6MwJKmx7DaWpEbqYBTGoJUxFw8F/h04MTO3Q1F8jogT+la9V0R8BdgF/I/M/JcFdnew7SWtZZ/6FNx2GzzjGXWPZKAsLEuqiYVlSWosC8uS1DiJGcuDFhGbgPcBr8jMXRGLPr/bgXtk5q0R8SPAByPiQZm56zAf91zgXIBTTjmFHTt2LGv7nTt3Hs7DNp7HNVo8ruXZ9K53Mbl5M7c97GGwzH/zg7BSx2VhWZIkSZIkrSkRMUFRVL4wM99f3nxzRJxUdhufBNwCkJkzwEx5+YqI+BZwX+DyebtdcPv5MvN84HyAM888M7du3brs8R/ONqPA4xotHtcSzc3Bxz4G55zD1lNOGey+l2ElXi/bUSTVpOpYHsQiSRoYJ++TpIZy8r5BiaI1+e3ANZn5pr67LgaeX15+PvChcv3jI2KsvPxDwOnAtxfY9YLbS1rjVmkMBtixLKlWFoUlqZEsCktSI3XNWB6Us4DnAl+PiCvL214LvAG4KCJeCFwPVFWgRwF/EBFtoAO8ODNvA4iItwHnZeblB9le0lr2D/8AmzfDE55Q90gGzsKyJEmSJElaMzLz87Bolf5xC6z/PorYjIX29aK+y7cutL2kNWxuDj7wATjnHJiaqns0A2dhWVJNnLxPkhqpisKQJDVKJnScvE+SRssqjsEAC8uSamNhWZIay8KyJDWS+ciSNGJWcQwGWFiWVBsLy5LUWBaWJalxkqBrx7IkjY5VHoMB4F8NkiRJkiRJkjRIn/zkqo7BADuWJdUpO3WPQJI0nxnLktRY3UXnm5MkNc673w1btsATn1j3SFaMhWVJ9enWPQBJ0oIsLEtS4yQYhSFJo2LfviIG45nPhHXr6h7NivGvBkmSJEmSJEkalH/6J9izB5797LpHsqLsWJZUjwRMwpCk5jEKQ5Iaq5uenyVpJLz73XDyyfCoR9U9khVlYVlSPSwsS1JzWViWpObJMApDkkbBbbfBRz8KL3sZjI3VPZoV5V8NkiSNkIh4QUR8vu5xDFpE/GREfHMJ6z0nIj4+jDFJkiRJ0rL94z/C3Bw85zl1j2TFWViWVJ/ugBapBhFxYUS8Y95tPxURt0bESfNu37PAMhcR315k368r798TEXdExL9FxI+t5PEcTES8JiI+t8DtWyNiNiIefBj7zIi4T3U9M/8lM+93qO0y88LMfMJi+9GAtFqDWSRJA5NAlxjIIklaQRdeCPe/P5xxRt0jWXG+45dUjyoKYxCLVI+XAU+OiMcDRMQU8FbglZm5vX/FzNzUvwD3BW4D/ugg+//7ct3jgc8D74+Iuv4S/FvgxyPiXvNufybw9cy8aqk7ighjuJquyli2sCxJjdMt4zCOdJEkrZAbboDPfa6YtK+2P9+Gx3f8kiQdhsy8Ffh14PyI2Aj8L+BbmfnOg21XFlYvAv4pM99xsHXLx5kDLgDuBhy3wP7eHBE3RMSuiLgiIn6y777XRcRFEfGuiNgdEVdHxJl99989It4XET+IiO9ExMsWGcM24FPAc+fd9bxybETEr0TEdRFxW0RcHBF373ucjIiXRMS1wLV93c9fLbuyfzEiHh0R2/q2OTUi3l+O7daI+Ivy9l4UyCL7uSointq3n4mI2BERZxziqZYkSZKkI/Oe9xQ/n/3sescxJBaWJdXHKAyNuMz8B+AK4D3AucCvLmGzNwIbgZcu5TEiYh3wAmBbZu5YYJXLgDOAY4F3A/9Qdk9XfhZ4L7AFuBioCrQt4J+ArwInA48DXhERT1xkKBfQV1iOiPuVj/ueiHgs8MfALwAnAd8rH7Pf04BHAA/MzGpq5IeUXdx/P++Yx4APl/s5rRzf/P2xyH7eBfxS32pPBrZn5pWLHJcWYseyJDVOYseyJDXeu98Nj3gE3PvedY9kKHzHL6keRmFo9XgJ8FjgDzLz+oOtGBE/B/wy8HOZOX2I/f5CRNwB3AD8CEVh9i4y8+8y89bMbGfmnwHrgP6s4s9n5iWZ2aGItHhIefuPAsdn5h9k5mxmfpsiyuOZi4znA8CJEfHj5fXnAR/NzB8AzwHekZlfzswZ4DXAj0XEaX3b/3Fm3paZ+w9x3AAPB+4O/HZm7s3M6cxc6oSFf0cRUXJUef25FMetpTIKQ5Iay8KyJDXY1VfDV7+6Jibtq/iOX5KkI5CZNwM7gKsBIuI5fRP0fbRaLyJOB94OvKAs4h7KRZm5JTNPyMzHZuYVC60UEa+MiGsiYmdZiD4a2Nq3yvf7Lu8Dpso4jnsCdy8nB7yj3Pa1wImLHOc+4B+A55VZz8+hjMGgKAJ/r2/dPcCtFJ3GlRuWcMyVU4HvZWZ7GdtUj30T8K/Az0XEFuBJwIXL3Y8kSZIkLcuFFxbNFb/wC3WPZGicQEdSfew21iqUmRcyr5AZERuA9wHnZeaHBvVYZZ7yqyhiLK7OzG5E3A5Lmu79BuA7mXn6Mh7yAuCDwPuBzRRxFQA3URSqq3FtpMiDvrFv21zG49wA3CMixg+nuFyO80UU73O+kJk3HmJ9zWe3sSQ1TmK3sSQ1VqcDf/u38IQnwIkL9uqsSv7VIKkeiRnLWkveAtwG/O6A97sZaAM/AMYj4veAow6+Sc+XgF0R8aqIWB8RYxHx4Ij40YNs8y/AHcD5wHszc7a8/d3AL0fEGWUm9P8H/Htmfvcg+7oZ+KGDjG078IaI2BgRUxFx1jL280HgYcDLKTKXtVxDiMIoJ2j8dNlxf3VEvLy8/diI+EREXFv+PKZvm9eUk0R+8yB54JK0anWJgSySpAH79Kdh2zZ4wQvqHslQWViWJGkFRcQ9KPKIHwns7IvJ2BMRe45w95cCHwX+kyKKYpolRk6UmctPpZiA7zsUcR5vo4jSWGybpCjU3pO+gm1mfhL4nxRd2duBe7N4VnPldcAFZQzHnb4r1je2+wDXA9uAX1zqfsoc5/cB96LorlYztYFXZuYDKP59vCQiHgi8Gvhk2U3/yfI65X3PBB4EnA38VTnRoyRJklSvd74Tjj4azjmn7pEMlVEYkupjFIZWicw87SD3Xc/Soin6t3ndQe57J/DO8nIHeGG5VN642H7KDuLou34T8KzDGNtdxpeZ5wHnLbLNXY5/kfVP6bv/ehaYsLD/+A/xuNcDHyjznrUc1eR9Kywzt1N8EEFm7o6Iayhyuc8BHl2udgHwGYrIl3MoOuVngO9ExHUUEz1+YcUHK0lNkBiFIUlNtGsXvP/98Pznw9RU3aMZKgvLkuqRWFiWtCIi4liKYvtz6x7LyBpyxnJEnAY8FPh34MSy6Exmbo+IE8rVTga+2LfZNu48QaQkrWqJhWVJaqR/+AfYv3/NxWCAURiSpIOIiO9GxNcj4sqIuLzu8UiHEhG/QhEH8tHM/Fzd4xFbI+LyvuXc+StExCaK6JJXZOaug+xroWrKciaFlCRJkgbvne+E+98fHv7wukcydHYsS6qPE++Nisdk5o66ByEtRWa+FXhr3eMYaYONwtiRmWcu/lAxQVFUvjAzqzzsmyPipLJb+STglvL2bcCpfZufAtw0qIFK0iiwY1mSGua66+Dzn4c//uPiffQaY8eypHpUURiDWCRJg9VqDWY5iIgI4O3ANZn5pr67LgaeX15+PvChvtufGRHrIuJewOnAlwZ63JLUYEnQzcEskqQBede7ive9z12bKXx2LEuqjx3LoyCBj0dEAn+dmef331l+rf1cgI0bN/7I/e9//xqGKGkhV1xxxY7MPP6wNh5OxvJZFDnYX4+IK8vbXgu8AbgoIl5IMQnjMwAy8+qIuAj4BtAGXlJOYClJa8YC8+FKkurS7cIFF8DjHw8nr82pPywsS5IO5qzMvKmcPOsTEfEf/bm1ZaH5fIAzzzwzL7/ssrrGKWmeaLW+V/cYDiYzP8/CuckAj1tkm9cDr1+xQUmSJElL9dnPwvXXw5/8Sd0jqY2FZUn1qKIw1GiZeVP585aI+ADwcMAJ0aTVbLAZy5KkAeou+nmcJGno3vlOOPpoOOecukdSGwvLkuphYbnxImIj0MrM3eXlJwB/UPOwJA2DhWVJapxMJ++TpMbYtQv+8R/hl34J1q+vezS1sbAsSVrMicAHivm1GAfenZkfq3dIkiRJkiTV7N3vhn374EUvqnsktbKwLKk+Tt7XaJn5beAhdY9D0pAZhSFJjeXkfZLUEG99KzzkIXDmmXWPpFb+1SCpHlUUxiCWg4iIUyPi0xFxTURcHREvL28/NiI+ERHXlj+P6dvmNRFxXUR8MyKeOMjDlqSR0GoNZpEkDVDQzcEskqQjcMUV8OUvw6/8StGUsYb5jl/SatcGXpmZDwAeCbwkIh4IvBr4ZGaeDnyyvE553zOBBwFnA38VEWO1jFySJEmSJDXLW99a5Co/5zl1j6R2RmFIqs8QJu/LzO3A9vLy7oi4BjgZOAd4dLnaBcBngFeVt783M2eA70TEdcDDgS+s/GglqQGMwpCkxjIKQ5JqtmdPka/8jGfAli11j6Z2FpYl1SMZZMby1oi4vO/6+Zl5/vyVIuI04KHAvwMnlkVnMnN7RJxQrnYy8MW+zbaVt0nS2mFhWZIaJ8EYC0mq20UXwe7dRQyGjMKQtCrsyMwz+5aFisqbgPcBr8jMXQfZ10Lv1nNQA5UkSZJUr+XOwxIRj4+IKyLi6+XPxy6y39dFxI0RcWW5PHmYxyVpCN76VnjAA+Css+oeSSPYsSypPkOIwgCIiAmKovKFmfn+8uabI+Kkslv5JOCW8vZtwKl9m58C3DSckUo16HaLZTFOwrY2+ZpLUvMkpO0Og1LNw/LliNgMXBERnwBeQDEPyxsi4tUU87C8CtgBPDUzb4qIBwOXsvi3Gv88M/905Q9B0tBddRV88YvwZ3+25iftq/hXg6R6VFEYg1gOIiICeDtwTWa+qe+ui4Hnl5efD3yo7/ZnRsS6iLgXcDrwpcM/UKnhqsJyu33X5WAFZ61eVcbyIBZJ0kB1iYEsa11mbs/ML5eXdwP987BcUK52AfC0cp2vZGbVbHI1MBUR64Y6aEn1e+tbYXISnve8ukfSGL7jl7TanQU8F3jsvK+kvQF4fERcCzy+vE5mXg1cBHwD+BjwkswcUm+1NGRV4bgqLh9skSRJWoUONg8LcMICm/wc8JVysu+FvDQivhYR76iiNCStAvv3w7veBf/1v8LWrXWPpjGMwpBUnyGUazPz8yycmwzwuEW2eT3w+hUblDRoBysAH6wofKjicatVdC4fqvt0ofvsWh1tvm6S1DgJpJP3DdT8eVjiEF9tj4gHAX8CPGGRVd4C/CHFy/WHwJ8B/22B/ZwLnAtwyimnsGPHjmWNe+fOnctaf1R4XKNlrR3Xur//ezbfcQc7f+EXmFvmv9kmWKnXy8KypHokQ8tYlla9Ksqivzi8WEF5oXUOtm5VYOwvNC5WdJy/zvi4BcpRVEVhSJIaJuhaWB6YZc7DQkScAnwAeF5mfmuhfWbmzX3rvxX48CLrnQ+cD3DmmWfm1sPofjycbUaBxzVa1tRxvetdcL/7cfTTnjay+cor8Xr5V4MkSaOmv8u4Kigvdenf/nAec/7jH2qZPz5JkqSaLXcelojYAnwEeE1m/utB9ntS39WnA1cNcNiS6nL55fClL8Gv/drIFpVXih3LkupjjUlamoMVhhcq2i6lgDu/G3mhDtX5j9NqHXrf/ftpt4uu5f775j+mnbHN5OsiSY2UWfcIVo1qHpavR8SV5W2vpZh35aKIeCFwPfCM8r6XAvcB/mdE/M/ytidk5i0R8TbgvMy8HHhjRPz/7d13vBx11cfxzzcJoVcjEAga1IjSpEQEK0h5KAKKgIAKoggqSBOkPSL4gCK9iGDoKEUUENRgQKQIgpJAKAGRDoFQQgstgUvO88fMmslm9969987uzO5+36/XvO7u7OzMmd1k7++ePXN+a5Bcn/k4sEcLzsXMmu2Xv4SFF4Zddul72y7jxLKZFcOtMMwaV93qoq/EcqP7hL4TvP3df3a7SiK6VgLbbTLKze+NmVkpucdyPvo7D0tEHAUcVWdfu2Vufz2XAM2sPF58ES65JEkqL7540dGUjhPLZlYcJ5bN6quuQO6rlUV/E4GNVg7X6rHcX7WS0j09yc/qimYrnnssabTwVwAAbt9JREFUm5mVUkT7JJYl3dPAZi9ERM3JtM3MSuP882HmzKQNhs3DiWUzM7OyqVQoV5KvvU3OV91eoqLRxGBvieVG219Ux1S5XZ0Qr46vcl6QJJhdxWxmZtYphgKb9/K4SPoZm5mV1+zZcMYZ8OlPw+qrFx1NKTmxbGbFCNxj2ayevibfq2xTUSs53FeCtpFtqxPWA5l8rzohXv1YJe7K+TmxXA5+H8zMSml2m1QsA3tExBO9bSDJ5X9mVm4TJsAjj8BRNTvhGE4sm1mR3ArDbI5s4rhSrVyp5q2olQzOJpUbbVtR/XheScRa1c3DhvWekK7Xv9kT+xXHrTDMzEqrXSbvS3sYD3obM7NC/fKXsMwysM02RUdSWk4sm5mZFa269UXldm8T7NWaEG+grTD6erxWK4t651Fd3VzdGzq7bW+TELo1hpmZWduTNAb4GbAysEBlfUR8oLCgzMwa8dhj8Oc/w2GHwfDhRUdTWk4sm1kx3ArDbG69tb6oVWFcnUyuV+E7mARzfxLKtbar1dqiVnI5e7/SHmMgbTcsP07om5mVUrtM3pdxHvBj4CRgA2BXkv7KZmblduaZyZh4jz2KjqTUnFg2s+K4FUbpSRoKTASejogvFB1PR+mt9UU2IVtJGFdX79ZKLFc/1ojetm20t3J2H30lo+tVNGeTydnjDRs253lOdraOX2szs9IJ1I6J5QUj4npJSnsuHyHp7yTJZjOzcnrjDRg3Dr70JRg1quhoSs2JZTMz680+wAPAYkUH0lGyrS8qidXs7UoiOZtUzd7O/qy+Xev+YA10f5Vkca1kcq11ldckO5lf5b5bY5iZmbWjmZKGAA9J2gt4Gli64JjMzHp34YXwyiuw335FR1J6/uusi0m6UdJuRceRJekISb8pOg5rgSCpWM5jsaaQNArYAji76Fg6Um+tL7Lqtb2ofqzW/SL0FlOj7TsafW2sOSqT9+WxmHWgMo6h+0PSNyTdkrkfkj40gP2sL2lqvtFZXyKnpYX2BRYC9gbWBr4G7NLaEMzM+mH2bDjlFPj4x2G99YqOpvQ84i+QpEUkPS5pp8y6RSU9KWnbGtt/VdLrNZaQdHidYzwu6a10u+cknSdpkWaeV18kbS1psqQZkqZLul7S6CJjSuManb6Wldf1cUkH9+P550s6qpkxdpzZOS3WLCcDP8Svcj4q1bdvv50s2fYX1VXK2aWRpF0Zk3j1Yqy11DvvbBVz5bWrntjQmsOJZSuxbhxDS/qVpF9m7s8n6Y0669bN8birSLpW0suSXpE0SdLmee3f+imSHst5LM0maWlJJ5O0vDgMmBERu0bElyPi9qYHYGY2QPNdfz08+CDsu29ScGG98oi/QBHxOrA7cIqk96arjwUmRsTva2x/UUQskl1IvgF+Djirl0NtmW67FvBx4H/zPI/+SKshLgR+ACwOrAj8khYnriT11gZmifT12hb4kaSNWxSWWWlI+gLwfERM6mO73SVNlDTxhRdeaFF0bSqbVK5OLveWWK6VZIb2Sd5Vx9lbMjm7wNyJ5cprNnNm8tOJZbOu1Y1jaOBm4HOZ+2OBJ4HPVq0D6PV3dz/9EbgOWIakfcHewIwc998nJUr+y85quBB4AzgNWAQ4tdhwzMwas+C4cbDccrDtPN9VWw3+BV2wiLgW+DNwqqT1ge2BPRt5rqQ1SWbX3SEipjVwrKeBa4BVa+zrg5L+JunFtIr4IklLZB5/XNIBku6R9Kqk30paIPP4F9Iq5Fck/UPS6nXCWAN4LCKuj8RrEXF5RDyZ2Wa4pAslvSZpiqTKIBlJy0m6XNILkh6TtHfmsXUk3ZbGME3SLyQNzzwekvaU9BDwUAOv10RgShpzZR+/k/Rs+hrcLGmVdP3uwFeBH6aVLX/sK96u51YYZfcpYCtJjwOXAp9XjTY1ETEuIsZGxNj3vve91Q9bRa1J6Wrdh8aSxWVPJtfTyHnV6iFd63Vye4zmcSsMawNdOIa+CfiopBHp/c+Q/H5euGrdbRHxjqSDJT2Sjqfvl/Slvl+Zec5tBEkRyFkR8Xa63BoRt1Rt9wNJz6fj710z6+eXdLySSvLnJJ0pacH0sSUl/SkdI7+c3h6Vee6Nko6WdCvwJvCB/sbfsVrUC0PSApL+Jenu9G+yI9P1S0m6TtJD6c8l6+xi2Yg4LCImRMT3gXr/tgdF0lBJW0naW9L+laUZxzKzLjBlCsNvvBH23BOGD+9zc3NiuSz2A9YHfg8c0MgANx2w/h44KiJubOQgklYANgfuqvUw8DNgOeCjwArAEVXbbA9sSjLAXB34RrrftYBzgT2A9wC/Aq6WNH+N49wJfETSSZI2UO1LCrciGSgvAVwN/CI9zhCSqom7geWBDYF9Jf1P+rx3SV7LEcB66ePfq9r3F4FPACvXOO5clFxGuCrwcGb1NcAYkoqNO4GLIEmupbePTSthtmwg3u7mxHKpRcQhETEqIkYDOwB/i4ivFRxW+8lOylf9E/rX+gI6I1lXr+q6r9YYMG9rjOrX0/LjxLK1h64ZQ0fEVOAJkuQxJJXKfwf+UbXu5vT2I+n6xYEjgd9IGtnI+Wa8SDIO/o2kL0papsY2y6bHWB74FnB6JtH4c+DDJEUaH0q3qbQeGQKcB7wfeB/wFumYP+PrJJXpi5Kcu9HSVhizgM9HxMdI3sNN07+PDgauj4gxwPXp/VqUfoGwlKSlgKFV9/PyR5L/U+8h+bdSWczM+u/kk4kFFoDddy86krbhEX8JRMTLJJWxCwFX9LW9JAEXAPeRXPbXlz9IegW4haTa4ac1Yng4Iq6LiFkR8QJwInNfbgdwakQ8ExEvkfwCXyNd/23gVxHxz4h4NyIuIBmIzNPfLSIeJfkDYHngMmC6kt7E2QTzLRExPiLeBX4NfCxd/3HgvRHxk7Ri4lGSyxd3SPc9KSJuj4ieiHicZHBefQ4/i4iXIuKtXl6v6ZLeAm4jadPxh0z856ZV1rNI/mj4mKTF6+yn13it/VUGxn0sSxQdpxWkOpncaE/lWglm6LwkXa3kcvX599ZzOfv6unrZrCt10xg6dRPw2bR4YR3gdpLkcmXdp9JtiIjfpcecHRG/Jblab50Gzjl7bgFsADwOnABMU3LF3pjMZu8AP4mIdyJiPPA6sFL6Wn8b2C8de79G8vpVxu0vplctvpk+dnSN1+38iJiSju3f6U/sNnjp1aWvp3fnS5cAtib5f0T684t1drE4SVuWyrIYSWHOJGBijqGOiohtIuLHEXFkZclx/2bWLV54AX79a2Zuvz2MGNH39gZAb31mrUUkfQ0YDfyV5Jv976Trr2FOBcIeEXFRevsgkkratdMBX1++GBF/7SOGpUn6Xn2G5BveIcDLVZs9m7n9JkllBiSVBrtI+n7m8eGZx+cSyWQN26fH/TjwW5IJHQ6pc5wFlPREfj+wXDrArxhKMqBG0odJBvNjSf7AGMa8PeaeqhVTlREkg6Z9gR1JBlFvSxpKMujdDngvc/pCjwBerbGfXuM1OmFKuGfSpbeyj6EklThtK63ourHgMNpXX0nPegnj6onvOlElWVx9O3u/en1F9evaqa9RUfx6WhvotjE0STXynsBqwKMR8aakW0gSuKsBCwL/TOPaGdif5PWBpMdtv/9KTiul90r3uQIwjqR37nrpJi9GRE/V+S1CMlZeCJikORMfiWRchKSFSNqRbApUKpwXlTQ0LS6BxsbtXaehf7k5Sf/+mURScX56RPxT0jKVqwMiYlr6f6BGnDG6RWFeI2mTtD2OmdnAjRsHs2Yxc/fdWbDoWNqIE8sFS38Rn0SSaP03MEXSxRFxc0RsVmP79UmSsJ+NiFdyDOVnJMnU1SPiRUlfZN7L0ep5Cjg6Io7u70Ej4g5JV1CjZ12d4zyWXnZVyxkklyjuGBGvSdqXZAK+uQ7ZYFzvAiek/ei+B5wM7ETyDf1GJJUbi5P84VAZLVfvu694u1ulFUZ7eyAi1uxtA0m1Lpu1blDdpqE6OVqpyK3crlWd3A3Jvco5VpLIWcOGzVlf3fIiW6ns1gv5qvRYNiuxLh1D30yS2N2COYUKU0jab2wB3BERMyW9n+QquQ1Jei6/K2kyvX8R3qeIeErS6cAlDWw+naS9xSqR9Kiu9gNgJeATEfGspDVIxvHZGFuYQm0PAY22sWjECEnZyuFxaXu/OcdL/iZaI70C70pJjfzNBoCkZSPi2cFu04Db09iGkFTQi6TgerFB7tfMusmsWXD66bDxxry70kpFR9NW/FdD8X4B/CEibki/+f0hcFat3mppX7RLgX0jIu9k1aIkl669Iml54MB+PPcs4DuSPqHEwpK2kDRPbytJn5b07co325I+QtJT+fYGjvMvYIakgyQtmE7UsGpa9Vw5hxnA6+l+v9uPc6jnGJIJ+RZI9z+LpN/cQsx7OeRzzD2xSF/xWvtbr+9NGtrGOlE28dmTKeZqtC9ttyX2+uq7XCt57FYYZt2sq8bQkLTdIBlv7kOaWE4rr/+Zrqv0V16YJAf5AoCSCfUaTghWpP1wj5T0IUlDlEzm900aGLdHxOz0/E7KjPuX15y5RhYlSTy/kvbb/XF/47NBmx7pBMzpMq7ehumXMTeSVJg/l/6fqvzfer7O08Y3EEMj2/TlBJLx9kIRsVhELOqkspn120UXwbRpcGB/fo0bOLFcqLSi4dNkBqARcTYwlTkTW2R9G1gGOEXS61XLmYMM50hgLZKWDn+mgT51mZgnprH9gqSC92HSSUlqeIUkkXyvpNeBvwBX0kCfu/Qb8y1J+tI9RlIJcTZJ5TDAASRVxa+RDGR/2+g59OLPJOf0bZLL/p4AngbuZ95B9TnAykpm9f5DA/Ha7JyWgkTETPjvjPDzp7fXVzIr9RLZbazLVFfW9qZWArnbksoVA3kt+vNaW+M8eZ+VWJeOoStuJmkzcWtm3d9JJpa+Od3v/STJtttIEtGrVW3fqLeZ02pkBklv6lkNxFhxEMk53S5pRrqfShnYySStO6aTjKn/MoD4uk8AoXyWPkh6b2U8K2lBkqs2/00yufou6Wa7AFfV2cXHJM3oZXmN5P/lYD0E3Ndgexszs3nNng3HHQdrrAEbbVR0NG1H/vw1syKMfb9i4qH57EvfYVJEjM1nbwM4fnJ56ViSP74mkAy4V4qIzYuKqQhjx46NiXfcUXQYxapUJleqlN9+O/lZqxo5O0FfZZ0TcXNkq5Czld/V62bPTl7L4cNrT3rYxTRkyIA+G8euskpMvPjifGJYY41CP5/NzDrJ/B9YPpY/es9c9vXYTof1+vksaXWSyfmGkhSkXRYRP5H0HpJJ2N8HPAlsl05MWQhJ55NcNXoNyRcfAETEiUXF1F9jx46NiRP7N5/h9OnTGdGBk4v5vNpLx5zX1VfD1lvDxRfDjjt2znlVqZyXpFzH5+6xbGbFaf8eyxWzI6In7cl9ckSc5t7KXahWwjO7rlYSuVvbXjQqO4Ff5X5FrcRzrT7WNjB+7czMyqlFdWERcQ8wz1wiEfEiSf/usngsXYani5lZ/xx7LLz//bDddkVH0paamliW9DhJW4J3gZ7qjLiSKYJPATYnmUH4GxFxZzNjMjNrgnck7UhyOeCW6br5CozHilIrqVytuprWyeXasknlymuZneivWvVr7tfT6pC0TQObzYyIPHp/9pvHz2ZmjYuII4uOwcza2K23Jsupp86ZWN36pRWv2gYRMb3OY5sBY9LlE8AZ6U8z63RBof2Rc7Yr8B2Smd0fk7Qi8JuCY7JWy7ZqqJXkdA/agavXezmbdK68/n5989HZr91ZJD1Be2sy+lnymVRqoDx+NrMaRDTQH7mbSLqBGnXcEfH5AsIxs3Zz3HGw1FLwzW8WHUnbKjodvzVwYdpo/3ZJS0gamc7sbGadrs1bYUgaR9LP7a8RsXdlfUQ8BhxTWGBWrHqVs70lOzs7iTdw2cRxdl2tnzBvZbMNjNTpr+E1EdHrXw+SyvzloMfPZt2szaZIkvRBYGpEzJK0PrA6yWfYKzkd4oDM7QWALwM9Oe3bzDrZv/+d9Ff+0Y9g4YWLjqZtNfuvhgCulTRJ0u41Hl8eeCpzf2q6zsysHZwLfAwYL+l6SQdJ+ljRQVmLVbe/6KtSObu+ctvq621yw1rJ+t7eDzMgIr6WxzZN5PGzmXWSy4F3JX0IOAdYEchnhlggIiZlllsjYn98FYeZNeKEE2D++WGvvYqOpK01u2L5UxHxjKSlgesk/Tsibs48Xus6nnm+g00H1ZWB9dr+E9ysPGbD9Ih4b7+f2AGtMCLiduB24Ih0huxNgB9IWg24C/hLRFxWZIzWZJXWF5XblQWSHl19JZOdVG5MdZ/l6tetkkDu6Zn7Odnb7pnWP13wb1PSdiSf069J+l9gLeCoEvQrzmX8DHOPoYcydO2FWCz/aM2s32byBm/HrP73tAjasRVGUye5lrRU5u4QYG1g2bz2b2Ydato0uPBC2G03eG//0xk2R1P/yoqIZ9Kfz0u6ElgHyA6MpwIrZO6PAp6psZ9xwDiAoVIs0LSIzay/3oQnBvzkNm+FkZXOkH1JuiBpbWDTQoOy5spWwjYyYV+t29Y/1ZP31WqVUXm8smSf49e+MZ3fCqPiRxHxO0mfBv4HOJ4S9CvOa/yc7uO/Y+jFtFR8Qhs2JWYz659/xvUDf3KbtcKg+ZNcTyJ5VUTSAuMx4Fs57t/MOtEJJ8C778L++xcdSdtr2l8NkhaWtGjlNkkl331Vm10N7KzEusCr7g9nZh1i9Yg4uuggrMmqJ+yr1ttEct2RuMtPb20war2W2Spmt8Ow2ipfb24BnBERVwHDC4zH42cz60S7AuvRhEmuJQ0BvhYRH4iIFSNiTERsEhG35LF/M+tQ06fDGWfAjjvCBz9YdDRtr5kVy8sAV0qqHOfiiPiLpO8ARMSZJLNtbw48DLxJ8kvHzLpB0FEVyzUcCZxXdBDWRNXtF6onjqvVX9ktMAanUqFcbwLE6l7LlffGr3f/dcdr9rSkXwEbAT+XND/Nn3+kLx4/m1kf2qsVRkTcD+wNIGlJYNGIyGWS64iYLel4ksS1mVljTj4Z3noLDjmk6Eg6QtMSyxHxKMmkVtXrz8zcDmDP/uz3oyTXKR4NvAS8SNKmdeZggjWzYrR5EaGke+o9RJIcsE5XSSb31gLDlcr5qm5/0dvrWUlCV7fFsL51x2u1PUnLouMj4hVJI4EDiwyoWePn/5Ig2u86ejPLaLP/wpJuBLYiyT1MBl6QdFM6yV4erpX0ZeCK9PPRzKy+V16B006DL38ZVl656Gg6QtvNZLPA2muz6cSJbLqPePJUOJVkWuz7gXfSpbOLIM3K5bWiAyjWMiR9OV+uWi/gH60Px5quXl/lStIyW5Fcmbyvcr87EnWtU6vf8rBh875HlZ/V7Ur8fnQtSROBW4FrgPERMRMgbSfR2S0lnHMxs9ZbPCJmSNoNOC8iftxLccZA7A8sDPRImkkyDo+I8GylZjav00+HGTPg0EOLjqRjtF1i+e5JkxgtsRJJseNrwBsk1cvvpuucWDZrA53RCuNPwCIRMbn6gbQ6wzpNNjnZ0zNngdrtLqpbXziZmY/qlhiVnz09cx6r7n1dPYGi34v6On/yvnWBT5NUKx8p6UVgAnBNRPyn0MjMzPrSft8PDUuvCNkeOCzvnUfEonnv08w61Ouvw0knwRZbwJprFh1Nx2i7xHKQJJPvY04TvHeY0wqjza+sN+seHZBYjoi6M05HxE6tjMVarK/J4KqTmNY82dYY9W5XuB1G4zr4dYqIHuDGdCFNeGwGHCVpDHBbRHyvsADNzOoJINqrxzLwE5Iv726NiDskfQB4KK+dS7o+Ijbsa52ZGb/6Fbz4IhyW+3dcXa3tEsuQ5KLeSG8PxZXKZmbWAtX9lHurhHVv5ebrq9dydRI522/Z74VlpC0wzgXOlTQETwJlZpabiPgd8LvM/UeBLw92v5IWABYCRqSTAlYy7osByw12/2bWYWbOhOOPh89/HtbzUC9PbZlYhjmVyZWfTiqbtaE2v8RA0p0RsdZgt7E20luf3uqkststtE6t17lW1Xh1z2W/P7V1fiuM3pwZEbsXHYSZWT3t1ipd0oeBM4BlImJVSasDW0XEUYPc9R7AviRJ5EnMSSzPAE4f5L7NrNOccw48+yxcfHHRkXSctk0sO5Fs1uY6oBUG8NE+Jh8RsHirgrGS6CvJafmp1e6i1jrrvw7+NytpqXoPAZu3MhYzs35rs8QycBZwIPArgIi4R9LFwKASyxFxCnCKpO9HxGn9fb6kFYALgWVJyl3GRcQp6e+I3wKjgceB7SPi5fQ5hwDfIvkrZu+ImFBjv3Wfb2YFmTkTfvYz+NSnYP31i46m4/SaWJa0TQP7mBkR43OKpyH+c9HMSuIjDWxTaPp8MJ/j6SWGNwPzk/y++H1E/DjnEDuLk8qtVy+5bFbfC8ATzKlugyRVI2Dpwe68rONnM7OCLBQR/5Lm6g3dk+P+Z0taIiJeAUjbYuwYEb/s43k9wA8i4k5JiwKTJF0HfAO4PiKOkXQwcDBwkKSVgR2AVUiqpP8q6cMRUT3WP7jW8/M5VTMbkHHj4Omn4de/Tq7Ms1z1VbF8FnAVcw+8q30W8MDYzPqvzb8liognio6hAYP5HJ8FfD4iXpc0H3CLpGsi4vYmxNlealXEesK+cvHkfYPT2a/To8CGEfFk9QOSnsph/x4/m1nztN/kfdMlfZC01lrStsC0HPf/7Yj4b+uLiHhZ0reBXhPLaX/9aent1yQ9ACwPbA2sn252AclErwel6y+NiFnAY5IeBtYBbqvadb3nm1kR3nwzqVZef33YYIOio+lIfSWWr4mIb/a2gaTf5BhPn9rvyh8zq6kzWmG0gwF/jkdEAK+nd+dLF38MV/fptfKo1wYjO9Gi37O+dX6P5ZOBJYF5EsvAsTnsv3TjZzPrHGq/kdiewDjgI5KeBh4Dvprj/odIUjpuRdJQYHh/diBpNLAm8E+SXtCVhPM0SZUrWZYHssUVU9N11eo938yKcMYZSW/lyy4rOpKO1WtiOSK+1tcOGtnGzKwmJ5abbrCf4+ngfBLwIeD0iPhn1eO7A7sDvO997xtcsO0gm0yul6CsJOQ6OzFXPpWkcV/J5erbVlsH//vNVrbVeKzffTpr7MPjZzNrjqCtvuJPx5HfjYiNJC0MDImI13I+zATgMklnkrw63wH+0o8YFwEuB/aNiBmqf5l8rQcG/G5kx9CjRo1i+vTp/Xr+q6++OtBDl5rPq72U/rxef52ljjmGnvXXZ8ZHPwoN/j8r/XkNULPOq6HJ+9JfCFuQNKD/73Mi4sSmRGVm1mYkvR8YExF/lbQgMKwJA+cBG+jneNo3bg1JSwBXSlo1Iu7LPD6OpAqFsWPHttGfOgNUK6ncW3uFDk7OtY3s+9Nb4tm6hqS1IuLOwW7TwHE8fjazrhYR70paO739RpMOcxCwB/BdkuTvtcDZjTwxbfV2OXBRRFyRrn5O0si02ngk8Hy6fiqwQubpo4Bnauy23vPnUj2GHjFiRCMhz2Ugz2kHPq/2UurzOuccmD6d4T/9ab/jLPV5DUIzzquhxDLwR2AmcC9t3xXVzEoh6JhPk7SP2+7AUsAHSQaaZwIbFhlXlUF9jkfEK5JuBDYF7utj885Ur1LZyePi9ZYsrn5/su+j37vaOr8VxnmS1qf3HsjnkFwWPRgeP5tZztSOPZbvknQ18Dvgv8nlTCJ3UCJitqTzgb9FxIONPk9JafI5wANVX/hdDewCHJP+vCqz/mJJJ5JM3jcG+FeNXdd7vpm10owZcOyxsNlmsN56RUfT0RpNLI+KiNWbGomZdZ/OaYWxJ8nkHf8EiIiHSthPrd+f45LeC7yTJpUXBDYCft6U6Moq2/qipydZKuuGDIFhw+ZufeE2GMXKtsOovD+QrKu8d0OGJLerJ1v0eza3zn49Fidp8dNbduaFHI7j8bOZ5a/9rg9bCngR+HxmXQC5JJYlbQUcR9JXeUVJawA/iYit+njqp4CvA/dKmpyuO5QkIXyZpG+R9OLfDiAipki6DLgf6AH2TK/sQ9LZwJkRMbHe882sxU49FV56CX7yk6Ij6XiNJpavkbRJRFzb1GjMzNrTrIh4u9KTTdIwyjfsH8jn+EjggvRy7iHAZRHxp+aEV1LVPZVrTdhXnVju7IRc+dVK7tfqr1z9Xvp96xoRMbpFh/L42cwMzo6IW7MrJH0qx/3/mKTA40aAiJicTsbXq4i4hfpfMNa86jAijgaOrrF+t8ztF+s938xa5JVX4IQTYKutYOzYoqPpeI0mlm8n6a05BHiH5AM4ImKxpkVmZp0t6KSK5ZskHQosKGlj4Hskl0CXSb8/xyPiHgZ/KXhnqCQgK4njbFVsRXVi0onKYmXbY1S/bxVuh1Fb57fCaBWPn80sf2UrXejbacBaDawbqJ6IeLWXSffMrNucdFKSXD7yyKIj6QqNJpZPANYD7o2Iwn+VdU4uyqzLdU7HyYOBb5H00dwDGB8RZxUb0jxK9TneVqorlXurUHYyrjjVieTqpHH1++Vq5d75NcmDP3fNLH9t8mkiaT3gk8B7Je2feWgxYGiOh7pP0k7AUEljgL2Bf+S4fzNrJ9OnJ4nlbbaBNdYoOpqu0OhfDQ8B93lQbGZW0/cj4qyI2C4ito2IsyTtU3RQVfw5nqda1clOMBevr77Jfl+stfy5a2bdbDiwCEkx26KZZQawbY7H+T6wCjALuCTd/7457t/M2snRR8Mbb8BRRxUdSddotGJ5GnCjpGtIPrABqJo91cyscZ3VCmMX4JSqdd+osa5I/hwfiFo9las5eVku2crlWver9fX+dqsu+Hcs6XLgXOCaiGjGPwR/7ppZvgKI9mj5EBE3kbSLOz8ingCQtCTwSp5fuEXEm8Bhkn6e3I3X8tq3mbWZxx+HX/4Sdt0VPvrRoqPpGo0mlh9Ll+HpYmY2eG2ez5G0I7ATyQzUV2ceWpRk9usy8ef4YDj52Jkq7TL8/s6te3osnwHsCpwq6XfA+RHx7xz3789dM8ud2uQaCEmHk0z8/G9J8wPXAGsAPZJ2ioi/5nScj5N8Sbhoev9V4JsRMSmP/ZtZGzn88GQMe8QRRUfSVRpKLEeEO16bmc3rHyQVaSNIemlWvAbcU0hEdfhzvEm6I/lm1pHSpMZfJS0O7AhcJ+kp4CzgNxHxziD3789dM+tmXwH+L729C0kbzvcCHwYuAHJJLAPnAN+LiL8DSPo0cB6wek77N7N2cPfd8JvfwA9/CKNGFR1NV2noL2JJYyVdKelOSfdUlj6es4KkGyQ9IGlKrX6jktaX9Kqkyely+EBPxMzaTKUVRh5LHySdK+l5Sfdl1h0h6enM58/mmccOkfSwpAcl/U/dU4h4IiJujIj1IuKmzHJnRPT07wVproF8jptZF8tOdjiYpQ+SNk0/ax+WdHALzqz6+O8haV20G3AXSQujtYDrcti3x89mlr/IaWm+tzMtL/4HuCQi3o2IB2j8yulGvFZJKgNExC0kRR5m1k0OOQQWXxwOOqjoSLpOox/oFwEHAvfS+MXrPcAPIuJOSYsCkyRdFxH3V23394j4QoP7NLNO0roey+cDvwAurFp/UkQcn10haWVgB5JJQJYjqWb7cETUjVbSusBpwEdJLnceCrwREYvldgaDN5DPcbPO4Mry/mlRKwxJQ4HTgY2BqcAdkq6uMVZs1vGvAD4C/BrYMiKmpQ/9VtLEHA7h8bOZdbNZklYFngM2AA7IPLZQjsf5l6RfkUzcFySV0jdKWgsgIu7M8VhmVkY33gjXXAPHHgtLLll0NF2n0cTyCxFxdd+bzZEOzqelt1+T9ACwPNCSPxbMzCoi4mZJoxvcfGvg0oiYBTwm6WFgHeC2Xp7zC5Jk9O+AscDOwIcGHnFT9Ptz3PrBiUuzgVgHeDgiHgWQdCnJZ3CrxopnR8T47ApJ80fErIgYm8P+PX42s262D/B7kvYXJ0XEYwDpVYJ35XicNdKfP65a/0mSRPPnczyWmZVNRFKlPGoU7LVX0dF0pUYTyz+WdDZwPXPPan1FI09OEzprAv+s8fB6ku4GngEOiIgpDcZkZu0sKEPd7F6SdgYmklSIvUzyB/ztmW2mput6FREPSxqaVjafJ+kfTYl44Ab1OW5mXaY1X5YsDzyVuT8V+EQrDpw6Chhfte42klYYefD42cxy1y6T90XEP0muCqleP555P3sHc5wN8tqXmbWhK66Af/0LzjkHFlyw6Gi6UqOJ5V1JfinMx5xUUAB9DowlLQJcDuwbETOqHr4TeH9EvJ5+c/kHYEyNfewO7A6gBgM2szaQXyuMEVWXLY+LiHF9POcMkglFIv15AvBNan/M9DWEf1PScGCypGNJqs0Wbijy1hnw57iZdZ/Ib8TV2+fzQD5vB03SsiRJ7QUlrZmJYzHyvTy70PFzup//jqEXyPXUzKww4b+IASRtCdwTEU+k9w8Hvgw8AexTqZA2sw7W0wOHHgorrww771x0NF2r0cTyxyJitf7uXNJ8JIPii2pVZ2QHyhExXtIvJY2IiOlV240DxgEMVbt8R2tmLTS9v5ctR8RzlduSzgL+lN6dCqyQ2XQUSUVYb75OMhnqXsB+6fO36U88LTCgz3Fr0OzZbodhVltvn88D+bzNw/+QTNg3Cjgxs/414NAcj1Po+Dl9/L9j6MW0lMfQZtZJjgbWBZD0BeBrwI4kV3qcSfJZb2ad7Kyz4D//gT/8AYblOSeo9UejfwXfnk5o1TBJAs4BHoiIE+tss2y6HZLWSeN5sT/HMbM2FSQVy3ksAyBpZObul4D70ttXAztIml/SiiRVYP/q9VQinoiImRExIyKOJKmA3mFgkTVNvz/HzTrG7OL77rSb2bPzWfpwBzBG0orpVR87kHwGN1VEXJBeOv2NiNggs2yVc3sgj5/NLF+R49ICkoZI+mSTdh8R8WZ6exvgnIiYFBFnk/R1NrNO9sorcPjh8LnPwVZbFR1NV2s0pf9pYBdJj5H0iBPJB/nqvTznUyRVfPdKmpyuOxR4H8mTzwS2Bb4rqQd4C9ghIlxNYdYtWpTrkXQJsD7JJdlTSSb3WF/SGiRD68eBPQAiYoqky0gmSuoB9kz7Jtfa7wrAj4DlSC5Fvpgkqfx1kpmpy2Qgn+Nm1oUiWpOLj4geSXsBE4ChwLmt6BUs6WsR8RtgtKT9a8RVM6E7AB4/m1n+2uh/e0TMlnQCsF4Tdq+0bdCbwIbALzOPLdCE45lZmRx9NLz4Ipx4IsgtgorUaGJ50/7uOCJuoY+WyBHxC+AX/d23mXWASsVyKw4VsWON1ef0sv3RJJfX9eVC4CaSS5Y3JZn0bwqwekQ8O4BQm6nfn+PWALfAsA7VqiLvvCdxalClB/4iTT6Ox89mlrs2bAx5raQvA1fk/CXYycBkYAbJVR4TAdLe+dNyPI6Zlc0jj8App8A3vgFr5TXnsg1UQ4nlSkN8MzOby1IRcUR6e4Kk54CPR8SsAmOqyZ/jgzRkiNspdKLKlwL+cqCrRMSv0p9HNvk4/tw1M4P9Sb7Q65E0kzlXbyw2mJ1GxLmSJgBLA3dnHnqWZPJUM+tUP/whDB+eVC1b4Xr9S0rSnX3toJFtzMzmESStMPJYCiRpSUlLSVqKZCC7UOZ+4fw5PkhDhvSddKxOODsBXaz+vh9OKs+j0gqjBT2WCyXpAklLZO4vKencHPbrz10za5426rEMEBGLRsSQiBgeEYul9weVVM7s++mIuCsiZmfWTYuIJ/PYv5mV0E03wRVXwMEHw8iRfW9vTddXxfJHJd3Ty+MCFs8xnoYMpWVX0JtZM7X/f+TFgUnMfdlyJVkQwAdaHtG8Svk53tYq2bJsQrJ6nVtkFCObyayV2fT70rCyJ4VzsnpEvFK5ExEvp5dQD5Y/d82sedqvFQaSliSZEPu/vY8j4ubiIjKztvTuu7DffrDCCvCDHxQdjaX6Six/pIF9tH9qyMxsACJidNExNMCf44NVK4FcqySz0i7DictiVCeVq39m369KJXojFenWyYZIWjIiXgZIrzRpdP6R3vhz18wsJWk3YB9gFElP5HWB24DPFxiWmbWjCy+Eu+6Ciy6CBRcsOhpL9Tp4dm84M2uaFk7e1838OZ6TStI4m5ys3K5Xpewkc7HqVS9XfxlgNXVJxfIJwD8k/T69vx2NTdzaK3/umlmzKNpy8r59gI8Dt0fEBpI+AuTW417S8cB5ETElr32aWQm9/joceih84hOw445FR2MZeVRlmJkNTHckLtqWpBWAC4FlSd6tcRFxSrFRtVg28VivwrVWpawTlsXpq8lvdsI+T95XU6XHcqeLiAslTSSpmhOwTUTcX3BYZma9C/W9TbnMjIiZkpA0f0T8W9JKOe7/38A4ScOA84BLIuLVHPdvZmXw85/Ds8/ClVeC2u5zsKM5sWxmZvX0AD+IiDslLQpMknRdVyVeqhPJ1cnK7P1hw+ZUKbtauRjV1eQ9PXMey76Xw4bNWazrSFosImZkJl29OPPYUhHxUnHRmZl1nKnpRKl/AK6T9DLwTF47j4izgbPTZPWuwD2SbgXOiogb8jqOmRXokUfguOOSSuV11y06GqvS61+9kv6nl8e2yz8cM+salVYYeSwFkjRE0n3FRlHfYD7H01m170xvvwY8ACyfb4RtpF51azeUdpZdb+9B9WOuUm5IdeH3QJeSqiSSJwETM0vl/qB4/GxmTRU5La0KN+JLEfFKRBwB/Ag4B/hinseQNJSkv/1HgOnA3cD+ki7N8zhmVpD99oP55kuSy1Y6ff1VNV7SDZJqJRIOaUZAZtZFOiCxHBGzgbslva/YSOrK5XNc0mhgTeCfeQXWlmolJXtLUJY4s9Y1ar1XTir3qtIKo1MTyxHxhfTnihHxgcyyYkR8IIdDePxsZk1T6bM82KWlMUuflrRrRNxEMnFfboUKkk4EHgQ2B34aEWtHxM8jYkuSsauZtbM//xn++Ec4/HBYvntrnMqsr7+s7iGp6ri9RoVFIU1N3EnFzEpoJDBF0vWSrq4sRQeVGvTnuKRFgMuBfSNiRtVju0uaKGniCy+8kEvApZbts1wvOVlrkjhrvr5e90beO+sqkq5vZN0AlG78bGZWFEk/Bg5izhdr8wG/yfEQ9wGrR8QeEfGvqsfWyfE4ZtZqM2fC3nvDRz4C++xTdDRWR1/NBSMizpJ0E3CRpM2BPSPiTVp6AY2ZdZygkybvy21m6yYY1Oe4pPlIksoXRcQVNXY+DhgHMHbs2O74vVDdQ9kJ5PLoK6lcuW196uR/1pIWABYCRkhakjnJ3sWA5XI4hMfPZtY87fcp8iWSyuFKe7Vn0rk78jIZ+IjmnszrVeAJT+Jn1uaOPx4efRSuuw6GDy86GqujoVlrIuI/ktYDjgLukrRzc8Pq3RAKv/rdzPLQIf+R08v6Sm0gn+NKRujnAA9ExInNjrGtVJLLWdWT+jmBWaxamVG/Jw2ptMLoYHsA+5IkkScxJ7E8Azg9r4OUbfxsZh2ggDYWOXg7IkJKIpe0cM77/yWwFsnVIgJWTW+/R9J3IuLanI9nZq3wxBPw05/CttvCRhsVHY31oq+/sP77tV9E9ETEwSSD8UuAMc0MrC9DqxYzs6JIWlfSHZJel/S2pHclzej7mS0xmM/xTwFfBz4vaXK6bN68UDtArWxch2foCufX3PopIk4BPgQclemtvGJEfCwifpHDIUo7fjYzK8Blkn4FLCHp28BfgbNy3P/jwJoRMTYi1iapjr4P2Ag4NsfjmFkr7bcfSHCi65vKrq+K5Xku746IGyWtTTJALkwlIz6UOUWPHVL8aNYdOqsVxi+AHYDfAWOBnSlP8mDAn+MRcQvuB9p/taqVXcHcHE4qN02nv4wR8W76Rdn/NWH3pR0/m1kHaLOK5Yg4XtLGJFeFrAQcHhHX5XiIj0TElMzx7pe0ZkQ8WtUew8zaxYQJcOWVScXyCisUHY31odfEckT8oc76l4FjmhFQI4YCCzAnufwOMDO93+F/B5l1lg76NigiHpY0NCLeBc6T9I+iY4Lyfo63rWyv3tmz5ywVbr9QjOx7Ub1UVPdZ9vvSq05PLKeulfRl4IqIyC1V489dM2uqNkssA6SJ5DyTyVn/kXQGcGl6/yvpuvlJUgVm1k5mzUom7BszBvbfv+horAEN9VguEwGLknzVORt4DXgDeIkkRzWbjspVmVl7eFPScGCypGOBaUDe/eOsaNlJ+2pN3ler73I2eemq5XzV6nFdnVDOvjeevM/mtT/JZ/W7kt4iGWZGRCxWbFhmZp1D0jbAz4GlST5n8/6s3QX4HknvfAG3AAeQJJU3yOkYZtYqxx4L//kPXHMNzD9/0dFYA9ousfyxtddm4sSJsI94+lQ4CXgKuJ/kN8c7OLFs1kovDfSJQSf9Z/06yUUTewH7ASsAXy40ImuuWknkrOrEs5OZzVMrkVx9u8LvQ0O6YPI+ACJi0aJjMDPrrzacvO9YYMuIeCDvHUsaCvwxIjYCTqixyet5H9PMmug//4Gjj4avfAU23bToaKxBbZdYfmPSJK6QOJ4kofUKcxLKZtZmOiRxERFPSFoQGBkR8/TWtA5S3UKhXtXskCHQ0zP3ttWVzjZw2URyZenpmTvJnH2vhg2bs1Qes151Q2IZQNJWwGfTuzdGxJ+KjKfppOSbAzOz1nmuGUll+G+//DclLR4RrzbjGGbWIhHwne/AAgvAyScXHY31Q9sllv9DUhpoZm2ugyqWJW0JHA8MB1aUtAbwk4jYqtDALH/VieLKUl0xO3t2ksTMts6ofr4NTq3+1j09c+5X91N2X+WGdUvFsqRjgI8DF6Wr9pH06Yg4uMCwmstJZbP21yb/jdMWGAATJf0W+AMwq/J4RFyR06FmAvdKuo6kS2Zl/3vntH8za4Vf/xpuuAHOPBOWXbboaKwfmvoXlqRNJT0o6WFJ8wzSlTg1ffweSWs1Mx4zsyY5AliH5CIKImIyMLqwaKx1+urbW538rKyzgatXJV6LJ+uz3m0ObBwR50bEucCm6bpCefxsZh1iy3RZDHgT2CSz7gs5HufPwI+Am4FJmaVXks6V9Lyk+zLrPibpNkn3SvqjpMXS9V+VNDmzzE4LSar3eYSkpzPbFf47xawtTJ+eTNT3yU/Ct79ddDTWT02rWE77HZ0ObAxMBe6QdHVE3J/ZbDNgTLp8Ajgj/Wlmna6DKpaBnoh4VVLRcVgrVZKVlfYK1a0Y6iU83RJj4Gq1wKg1aV/1e+PXut+66PuPJZgzXcDiBcYBePxsZn2I9umxHBG7tug4F6Qt6d4XEQ/246nnA78ALsysOxs4ICJukvRN4EDgRxFxEenVLZJWA65KC0lqOSkiju/naZh1twMPhFdfhV/9yuP2NtTMd2wd4OGIeDQi3gYuBbau2mZr4MJI3A4sIWlkE2MyszKZndNSvPsk7QQMlTRG0mnAP4oOylqgkrysVxFbK+mZfcwaV69SubcEfvb9sX7pLXffn6XkfgbcJel8SReQVLj9tOCYPH42s95FTkuTSfq2pDHpbaUVwq+mV1qsmeNxtgQmA39J768h6eq+nhcRNzPvPOQrkVQ+A1xH7cm4dwQuGWi8Zlblxhvh/POT5PKqqxYdjQ1AM3ssLw88lbk/lXmrKWptszwwrYlxmZnl7fvAYSR94y4BJgD/V2hE1nzVvZOr+y1nZSuU3W954BpNztfqqezX21KSfgFcHBGXSLqRpM+ygIMi4tlCg/P42cw6xz4kVcGQJGM/BnwAWBM4FfhMTsc5guRLuRshaUknacUB7us+YCvgKmA7YIUa23yFeb/wy9pL0s7AROAHEfFyrY0k7Q7sDjBq1CimT5/er0BffbUz5yr0ebWXQZ/XzJkssdtuaPRoXv7ud5OWGCXg96t/mplYrnVNePV3o41sM9eHLjDrzeQDv5ONAMrxP6p5fI6dY6UBPauDWmFExJskieXDio7FWqwyQV9FI/1/swlPt8RoTPVrXJmoLztZH8xpfTFs2JwF/Br3UxdM3vcQcEJa5ftb4JJeLmlutdzGzzDvGPqv8XuPodufz7EzDGz8DG0zeR9Jq7h30ttfILnS4kXgr5KOzfk41S3pBvoqfRM4VdLhwNXA29kHJX0CeDMi6n2WnkFSXBLpzxPSfc4jIsYB4wDGjh0bI0aM6HewA3lOO/B5tZdBndfhh8Mjj8C11zJihVrf4xTH71fjmplYnsrc3/CNAp4ZwDZzfehKmhgRY/MNtVx8jp2hG84RkvMc8JM7JHEh6cPAASQT9v33czUiPl9UTNZC1RPEZauW62XnslXLTi73rree1dn7td4Hv64D1smJ5Yg4BThF0vuBHYDzJC1AcsXJpRHxnwLDy238DB5DdyKfY2cY6PhZtE+PZWB2+gXey8CGwNGZxxbM8ThztaQD9maALeki4t8kkwxWxvdbVG2yA720wYiI5yq3JZ0F/GkgcZh1hbvvhp/9DL72Ndh446KjsUFo5l9cdwBjJK0oaTjJh3B1r6OrgZ3TnkvrAq9GhC/jM7N28zvgLuB/SSb5qCzWjaoTmrUmnKvWyVm8waj3WlVPkljhZLL1Q0Q8ERE/j4g1gZ2ALwEPFByWx89m1ikOJ2kH8ThwdURMAZD0OeDRHI/zfWAV5rSkmwHsO5AdSVo6/TmEZFx/ZuaxISTtMS7t5fnZfvdfovOvtDYbmHfegV13hfe8B045pehobJCaVrEcET2S9iLpNToUODcipkj6Tvr4mcB4YHPgYeBNoCUzx5pZCXRQKwySS/DOKDoIK1hlorhsq4ZGkspOhPatkdnhqidS9Os6YF3QCgMASfMBm5IkbzcEbgKOLDImj5/NrE9tUrEcEX9KrwxZtKrP8ESSPsV5HWdALekkXQKsD4yQNBX4MbCIpD3TTa4Azss85bPA1Ih4tGo/ZwNnRsRE4FhJa5C8S48De/T3fMy6wvHHw113weWXw1JLFR2NDVIzW2EQEeNJBr/ZdWdmbgewZ/Xz+jAuh9DKzufYGbrhHGEw59nmiWVJld+Cf5T0PeBKkmoJACKieqZp63SNTBZXPXlfpRWGW2LMrVZFcr3kPLgFRs46ObEsaWOSiaS2AP5FUn22e0S8UWhgqSaNn6E7xiU+x87gc6wn2qoVBhHRQ9IKI7su18/agbaki4gd6zxUs3wyIm4E1q2xfrfM7a/3GbBZt3vgATjiCNhuO9hmm6KjsRw0NbHcDGmvuI7mc+wM3XCO0D3nWcckkoqEymwh2fYXQTLztXWL6mRmrQRnrYn+nFSur1bFdyN9lZ1ctt4dClwMHNBNXwB2w+9rn2Nn8DmWg6QVgAuBZUlmRhkXEaekhRW/JUnkPg5sX1WR3Gq/I2lZcTZtX7Zi1uHefRe++U1YdFE47bSio7GctF1i2cw6RND2k/dFxIpFx2AlU2vyvp6eOY9XbleSnsPq/Bru5qRorcn6Kq9jtr1INnk8bNicpZtfuxx1csVyRGxQdAxmZgPWuorlHuAHEXGnpEWBSZKuA74BXB8Rx0g6GDgYOKhlUdWI0y3pzNrEKafA7bfDRRfBMssUHY3lpK3++pK0qaQHJT2c/hLrOJIel3SvpMkDnS24bCSdK+l5Sfdl1i0l6TpJD6U/lywyxsGqc45HSHo6fS8nS9q8yBgHS9IKkm6Q9ICkKZL2SdcP/L18N6elIJI+LmnZzP2dJV0l6dRMmwzrRo20xKjwZH5zDOS16M9rbQ2p9FjOY7Hiefzcnrph/AydP4Zuyvg5clr6OkzEtIi4M739GsnkpssDWwMXpJtdAHyxzrmv1dvS8Pn27Y+SvidpZPq6LuVxuFkJPfQQHHYYbLkl7FivE421o7b5C0zSUOB0YDNgZWBHSSsXG1XTbBARa0TE2KIDycn5JJPjZB1M8k33GOD69H47O595zxHgpPS9XCPtmdjOKlULHyXpL7Zn+n+w097L/vgV8DaApM8Cx5BcMvgq3dEf0HqTbcmQrUxuNBvXbVm5em0vestWerI+s155/NzWzqfzx8/Q+WPojhg/SxoNrAn8E1gmIqZBknwGlq7ztBN6WY7PMbxdSNrR/YOkTd0kkgkCzawsZs+G3XaD+eeHM84Aqe/nWNtop1YY6wAPV2ZhlXQpybel9xcalfUpIm5OByNZW5PMwgvJN903UuwlVINS5xw7SjpwrAwiX5OUrVpYP92s8fcy6IQuaEMz/Tm/QtJ77nLgckmTiwvLSqGSUK4kQ7MtMmBOe4fK+uq2GNntOzlpWm9yvmwbkVrlr+6p3FTd9r1GB/P4uU11w/gZOn8Mnfv4mVwn7xtRVeE/rlbvZ0mLAJcD+0bEDDWYEGpV2yG3pjNrA6ecAjffDOecA8svX3Q0lrN2SiwvDzyVuT8V+ERBsTRTANdKCuBX7TCxwwDN9U23pHrfdLe7vSTtTPKt+Q8KntgiN71VLfTrvWz/xMVQScPSGa83BHbPPNZOn6/WLI0kO+tN3Jdd36mT+9WazLD6fr0Mp5PKTVNphWEdwePnztIt42fowDF0buPn/BLL0/uq8Jc0H0lS+aKIuCJd/ZykkWncI4Hn6zx3m972ndnfgEj6YUQcm97eLiJ+l3nspxFx6GD2b2Y5uf9+OOSQpAXGrrsWHY01QTv9JVbrq9HWTV3QOp+KiLVILlncM7283trTGcAHgTVIKhVOKDSanFRXLRQdT8EuAW6SdBXwFvB3AEkfImmH0dZq9T20fqhuhVE9wVx2QrpaS6e3xqjV+qL6/KvvZ1/Lym0nl8164/GztaOOG0O34/hZSWnyOcADEXFi5qGrSdpPkP68qs4utuxl+UIOIe6QuX1I1WO12quYWau98w7svDMssgiMG+cWGB2qnSrqpgIrZO6PAp4pKJamiYhn0p/PS7qS5BLGm4uNqika+qa7nUXEc5Xbks4C/lRgOLkYTNXCPDqgFUZEHC3pemAkcG1EVP5YHwJ8v7jIcnM+8AuSvtE2EJWEZ7bVRXUitbJddvt6++qE1hi9tb6oXioJZZg3iZy9b7nrtO8xupjHz52l48fP0Hlj6NzHz637auhTwNeBezMt3g4lmVPkMknfAp4Etqv15Ihodmmi6tyudd/MinD00TBpEvz+97Dssn1vb22pnRLLdwBjJK0IPE3yDeVOxYaUL0kLA0PS/lsLA5sAPyk4rGapfNN9DL1/0922KoPF9O6XgLau+mygaqH/72UHJC4i4vYa6/5TRCx56/S+hy3VSLK4opHkcbu2xuit9UVlXa0K7Vrn6qRyUzmx3DE8fu4sHT9+hs4aQzdj/Jxjj+VeRcQt1E/QbtiffUnaAlgFWCCz/8H+P406t2vdN7NWu+MOOOoo+NrX4MtfLjoaa6K2SSxHRI+kvYAJwFDg3IiYUnBYeVsGuDKdEGEYcHFE/KXYkAZP0iUkk1OMkDQV+DENftPdLuqc4/qS1iAZ2DwO7FFUfDkZVNWCdSZJu5P2ln7f+95XcDQlV6mwhTmT9mUrcrNJ1WwFc+VnNpFanZAuc4K1XjK5VquP7OsB9duJVB4zs155/Ny+umH8DF0xhu768bOkM4GFgA2As4FtgX/lsOuPSZpBkvxeML1Nen+B+k8zs6Z76y34+teTKuXTTis6GmuytkksA0TEeGB80XE0Szpj98eKjiNvEbFjnYf69U13mdU5x3NaHkgT5Vm1kOyQtm+FYZBOkDQOYOzYsa4O6U11YriiVtuHRlpjZLcrY4uMvibj66v1RXW7i2HDYPjwcp1jh/LkfZ3F4+f21A3jZ+j8MXTu42dox1rcT0bE6pLuiYgjJZ0ADGriPoCIGJpDbGbWDIccAg8+CNdeC0ssUXQ01mRtlVg2sw7jxLJ1s+qkcXWSuCKbaK20wMj+rPXcIpOv9eLP3q5VpZ2VrVT25HyFcGLZzKycWtUKI0dvpT/flLQc8CKwYoHxmFkz/e1vcMopsNdesPHGRUdjLeDEspkVI+iIHstmA5KtxoW5W2PA3BW89VpgVK8baOK1kef1J8vYVyI5+1ilQrkSf+V1gdqtL5xcbglXLJuZlVj7JZb/JGkJ4DjgTpIzOKvQiMysOV58MWmBsdJKcMwxRUdjLeLEspmZ1VSr72FEdMzlqYXrrTUGzJ10HTZsTpK5evvqfWb30du21certV2j2cVGJ+Lrq6eyW1+YmZl1BEn7ArcCP4uIHuBySX8CFoiIVwsNzszyFwG77QYvvAB/+hMsvHDREVmLOLFsZsVxK4xS66W/ozVDtuVDNolcS3Xl77Bh8yZ367XWqHXcvrYbSIK5enK+WvupbgWSrVh2QrlQrlg2MyuhoJ0qlkcBpwAfkXQP8A+SRPNthUZlZs1x1lnwhz/A8cfDmmsWHY21kBPLZlYMT95nNkcloVpJEGcTzBW99SPOPie7vq9jVvbbnyR2b+ollus9LxtztkK5r8psazonls3MykfUnwmwbCLiAABJw4GxwCeBbwJnSXolIlYuMj4zy9EDD8C++yY9lffbr+horMWcWDYzMyuDesnUWi0lsrezVb7NMNjEcrbdRa3Ed7ZSudnnYmZmZq22ILAYsHi6PAPcW2hEZpafWbNgxx2T1hcXXODCkC7kd9z6RdIKkh6TtFR6f8n0/vurthst6S1Jk5sUx0WSXpK0bTP2by0yO6fFrNNkk62VJdsqo3qBeSuE+1p6eubu45zXttVLb3HXOj8rXGXyvjwWM/P42XIWOS1NJmmcpFuB3wLrkbTC2C4ixkbErs2PwMxa4tBD4e674bzzYOTIoqOxArgsyPolIp6SdAZwDLB7+nNcRDxRY/NHImKNJsXxVUnnN2Pf1jruhGFWR3XlbqXncq1J8Cr3sz8Hc6xq1RPsDWT/1dXJ2eNmj+3Ecmk4KWyWH4+fLU9qnx7L7wPmBx4CngamAq8UGZCZ5Wu+G26AE0+EPfeEL3yh6HCsIE4s20CcBExKZ/r9NPD9vp4gaTTwF+AWYF3gbuA84EhgaeCrEfEvSUcAKwIjgQ8D+6fbb0YyINkyIt7J93TMzEqo1sR2tQw0qZztrVyvz3Kt6uP+qG7vUd1TuVKpbGbW+Tx+tq4SEZtKErAKSX/lHwCrSnoJuC0iflxogGY2OM8+y6J77gmrrALHHVd0NFYgJ5at3yLiHUkHkgx0N4mItxt86oeA7UgqNe4AdiIZWG8FHAp8Md3ug8AGwMokswZ/OSJ+KOlKYAvgD/mciRXJc/eZ9UOlurdexXJ1VXGjSeZsYrmW6t7IjSSBqxPi1RXJnpiv9CqtMMwsPx4/W27ap2KZiAjgPkmvAK+myxeAdQAnls3a1bvvwk47oTfegMsugwUXLDoiK5ATyzZQmwHTgFWB6xp8zmMRcS+ApCnA9RERku4FRme2uyYdfN8LDCUZgEMyyUN2O2tzzluYNai6Yrk6iTxsWP+Sy9XVx701xK1VddxbnNnbtXonO6HcFpxYNmsKj59t8NoksSxpb5JK5U8B7wC3knzpcS6evM+svf3kJ3DDDbx+2mksuvLKRUdjBXNi2fpN0hrAxiSX2N0i6dKImNbAU2dlbs/O3J/N3P8WZwFExGxJ76TfdNfazsysO1Unais9mBtR3QJjoMdsZJu++jebmXUJj5+tC40Gfg/s1+C/dTNrB9ddB//3f7DrrszaYQcWLToeK5wHGdYvaZ+sM4B9I+JJSccBxwNfLTYyazduhWGWo+pWGdV6W99btXJl3731eO5tvauT25Yrls3y4/Gz5SbaZ/K+iNi/6BjMLGfPPANf/SqsvDL84hfw5ptFR2Ql4MSy9de3gScjonL53i+Bb0j6XETcVGBc1oactzDLyUCTuJWkcnUbjex+a7WzsI7mHstmufP42fLTJollM+swPT2w005Q6au80EJOLBvgxLL1U0SMA8Zl7r8LrN3A8x4n6SdXuf+NWo9FxBFVz1skc3uux8waJelckolCno+IVdN1SwG/JblM73Fg+4h4OX3sEOBbJEXVe0fEhALCNmu+IUPm7bdc/biTymZmg+Lxs5mZtb0jj4SbboILLkgqls1S/kvRmuVdYHFJk5uxc0kXAZ8DZjZj/9Z8lVYYeSwNOB/YtGrdwSQT4IwBrk/vI2llYAdglfQ5v5Q0dCDnaNYWsr2QqxcnlLtWtkvKYBYz6xePn61PinwWM7OGXXstHH00fPObsPPORUdjJeOKZWuKiHgKWKGJ+3dPujbXyh7LEXGzpNFVq7cG1k9vXwDcCByUrr80ImYBj0l6GFiHZBZrs87jimSr4lYYZsXw+Nka4qSwmbXS00/D174Gq6wCp51WdDRWQv5L0sy61TKVGarTn0un65cHnspsNzVdZ2ZmZmZmZtYdZs2CbbdNeilX+iqbVXHFspkVJseCuBGSJmbuj0v7GQ6EaqxzbYiZdRVXLJuZlZPbWJhZy+y3H9x+O/zud/DRjxYdjZWUE8tmVoicW2FMj4ix/XzOc5JGRsQ0SSOB59P1U5n7MtRRwDN5BGlm1i6cWDYzK6HA5Q5m1hrnnQdnnAEHHZRULZvV4VYYZlaYFk7eV8vVwC7p7V2AqzLrd5A0v6QVgTHAvwZ+GDOz9lLpsezJ+8zMSihyWszM6pk4Eb77XdhoIzjqqKKjsZJzxbKZdTxJl5BM1DdC0lTgx8AxwGWSvgU8CWwHEBFTJF0G3A/0AHtGRKvmGTQzMzMzMzMrxgsvwDbbwDLLwCWXwDCnDa13/hdiZoUIcu2x3PuxInas89CGdbY/Gji6eRGZmZWbq43NzMpHuMdyXiSdC3wBeD4iVk3XfQw4E1gEeBz4akTMkDQaeAB4MH367RHxnRr7XAr4LTA6ff72EfFyU0/ELE89PbDjjvD883DrrTBiRNERWRtwKwwzK0zBrTCsAZI2lfSgpIclHVx0PGbWfG6FYWZWYm6FkZfzgU2r1p0NHBwRqwFXAgdmHnskItZIl3mSyqmDgesjYgxwfXrfrH0cdhhcfz2ceSasvXbR0VibcGLZzMxqkjQUOB3YDFgZ2FHSysVGZWZmZmY2OBFxM/BS1eqVgJvT29cBX+7nbrcGLkhvXwB8caDxmbXc738Pxx6b9Fb+xjeKjsbaiBPLZlaISiuMPBZrmnWAhyPi0Yh4G7iUZMBsZh3OFctmZuWkiFwWq+k+YKv09nbACpnHVpR0l6SbJH2mzvOXiYhpAOnPpZsXqlmOJk+GXXaB9daDk08uOhprM+6xbGaFcRuL0lseeCpzfyrwiYJiMbMWqbTCMDOzknEbi2b7JnCqpMOBq4G30/XTgPdFxIuS1gb+IGmViJgx0ANJ2h3YHWDUqFFMnz69X89/9dVXB3roUvN5tZ6ef54lvvAFWGIJXjnrLGJG4/+sy3xeg+Hz6h8nls3MrB7VWDfXnzPZQTEwS0OG3Nf0qIo1AujfyL89dcN5dsM5rlR0AIMh6ThgS5I/7B8Bdo2IV9LHDgG+RfId5d4RMSFdvzZJ38wFgfHAPhEuzTMzs75FxL+BTQAkfRjYIl0/C5iV3p4k6RHgw8DEql08J2lkREyTNBJ4vpdjjQPGAYwdOzZGDGCStIE8px34vFpo1izYemt46SW45Rbes8oq/d5FKc8rBz6vxjmxbGaFCFyx3AamMvclgKOAZ7IbZAfFkiZGxNjWhdd63XCO0B3n2S3nONDnlqRi+TrgkIjokfRz4BDgoLTX+w7AKsBywF8lfTgi3gXOIPmy63aSxPKmwDWFRG9m1gTyV2VNI2npiHhe0hDgf4Ez0/XvBV6KiHclfQAYAzxaYxdXA7sAx6Q/r2pN5GYDEAHf+Q784x9w2WWw1lpFR2Rtyj2Wzaww7rFcencAYyStKGk4SSLn6oJjMrMWKEOP5Yi4NiJ60ru3k3y5BUmv90sjYlZEPAY8DKyTVoctFhG3pVXKF+KJk8ys00ROS5eTdAlwG7CSpKmSvkUyUfV/gH+TFFOcl27+WeAeSXcDvwe+ExEvpfs5W1Lli+pjgI0lPQRsnN43K6cTT4Tzz4cjjoDttis6Gmtjrlg2M7Oa0irBvYAJwFDg3IiYUnBYZtZeRlRVTo9Lr3Tor28Cv01vL0+SaK6Ymq57J71dvd7MzGwuEbFjnYdOqbHt5cDldfazW+b2i8CGuQRo1kzjx8OBByYJ5R/9qOhorM05sWxmhXArjPYQEeNJLidvxECSRe2mG84RuuM8fY515Dx53/TeWo5I+iuwbI2HDouIq9JtDgN6gIsqT6uxffSy3sysY7gVhpkNyv33ww47wJprJhXLQ9zIwAbHiWUzK4QTy51ngFWIbaUbzhG64zx9jr1rVY/liNiot8cl7QJ8AdgwMwlfvf7vU5nTLiO73sysczixbGYDNX06bLklLLwwXHUVLLRQ0RFZB/BXE2ZmZmZWOpI2BQ4CtoqINzMPXQ3sIGl+SSuSTKL0r4iYBrwmaV1JAnbGEyeZmZmZwcyZ8MUvwtNPw5VXwqhRfT7FrBFOLJtZYTx5X+eQtKmkByU9LOngouPJm6QVJN0g6QFJUyTtU3RMzSJpqKS7JP2p6FiaQdISkn4v6d/p+7le0THlTdJ+6b/T+yRdImmB/jy/0gqj6Mn7gF8AiwLXSZos6cwkvpgCXAbcD/wF2DMiKhfBfBc4m2RCv0eAawYdhZlZWUTSCiOPxcy6yOzZsMsucOut8Otfw7rrFh2RdRC3wjCzQrgVRueQNBQ4nWT266nAHZKujoj7i40sVz3ADyLiTkmLApMkXddh51ixD/AAsFjRgTTJKcBfImJbScOBjroGUNLywN7AyhHxlqTLgB2A8/uzn1a1wuhNRHyol8eOBo6usX4isGoz4zIzK5STwmbWX4ceCpddBscem0zYZ5YjVyybmdlgrQM8HBGPRsTbwKXA1gXHlKuImBYRd6a3XyNJvC5fbFT5kzQK2IKk4rPjSFoM+CxwDkBEvB0RrxQaVHMMAxaUNIwkce4+w2ZmZmbd6Fe/gp//HL77XTjggKKjsQ7kxLKZFcatMDrG8sBTmftT6cCka4Wk0cCawD8LDqUZTgZ+SOf+1/oA8AJwXtru42xJCxcdVJ4i4mngeOBJYBrwakRc29/9lKQVhpmZZQi3wjCzfrjmGthzT9h8czj1VJCKjsg6kBPLZlaISiuMPBYrXK0RSkf+ySJpEeByYN+ImFF0PHmS9AXg+YiYVHQsTTQMWAs4IyLWBN4AOqonuKQlSa4YWBFYDlhY0tf6s48S9Vg2M7NqEfksZtbZJk+G7beH1VeH3/4WhrkTrjWHE8tmVhgnljvGVGCFzP1RdOCl95LmI0kqXxQRVxQdTxN8CthK0uMk7Uw+L+k3xYaUu6nA1IioVJv/niTR3Ek2Ah6LiBci4h3gCuCT/d2JE8tmZuXkimUz69NTT8EWW8CSS8Kf/gSLLFJ0RNbBnFg2M7PBugMYI2nFdDK0HYCrC44pV5JE0pf3gYg4seh4miEiDomIURExmuQ9/FtE9KvStewi4lngKUkrpas2BDptAsYngXUlLZT+u92QpCe4mZmZmXW6l19OWl+8/jr8+c+w3HJFR2QdzrXwZlaIoHObuHabiOiRtBcwARgKnBsRUwoOK2+fAr4O3Ctpcrru0IgYX1xINkDfBy5KvwR5FNi14HhyFRH/lPR74E6gB7gLGNe/fbja2MyslIIObTZmZrl46y3Yaiv4z39g/HhYbbWiI7Iu4MSymRXGbSw6R5pg7dgka0TcQu1e0h0pIm4Ebiw4jKaIiMnA2KLjaKaI+DHw48Hsw4llM7Nykj+fzayWnh74ylfg1luTnsobblh0RNYlnFg2MzMzMzMzMzNrRxGwxx7wxz/C6afDdtsVHZF1ESeWzawQgSuWzczKyhXLZmYl5VYYZlbt0EPh3HPh8MPhe98rOhrrMk4sm1lhnLcwMysf91g2MysvObFsZlknnwzHHJNULB9xRNHRWBcaUnQAZmZmZmZmZmZm1g8XXwz77QfbbJO0wFDXTAljJeKKZTMrhFthmJmVlyuWzcxKKEguKzEzGz8edtkF1l8fLroIhg4tOiLrUk4sm1lhnLcwMysft8IwMysvt8IwM264Ab78ZVh9dfjDH2CBBYqOyLqYW2GYmZl1ACVukbRZZt32kv5Std27kiZLWq4JMRwn6VlJB+S9bzMzMzOzrnfbbbDllvCBD8CECbD44kVHZF3OFctmVgi3wjDLV0SEpO8Av5N0AzAUOBrYtGrTtyJijSbFcKCkN5qxb2stVyybmZWUK5bNutfkybDZZrDssvDXv8KIEUVHZObEspkVx4lls3xFxH2S/ggcBCwMXBgRj/T2HEmvA6cDGwEvA4cCxwLvA/aNiKslfQP4IkmyelXgBGA48HVgFrB5RLzUjHOyYjixbGZWPsKtMMy61gMPwCabwGKLwfXXw8iRRUdkBrgVhpmZWac5EtgJ2IwkQdyXhYEbI2Jt4DXgKGBj4EvATzLbrZrudx2SSug3I2JN4DZg59yiNzMzMzOzOR59FDbaCIYMSZLK739/0RGZ/Zcrls2sEIEn7zNrhoh4Q9JvgdcjYlYDT3kbqPRhvheYFRHvSLoXGJ3Z7oaIeA14TdKrwB8zz1k9n+itDDx5n5lZSUUki5l1j6lTk6TyzJlw440wZkzREZnNxYllMyuMW2GYNc1sGv/u5p2I//6VOpuktQURMVtSdpyQTVLPztyfjccTHceJZTOzcnIrDLMu8swzsOGGMH06/O1vsNpqRUdkNg//IWhmZmZmZmZmZlYWzzwDG2yQ/PzLX2Ds2KIjMqvJiWUzK0TgimUzszJyKwwzsxJzxbJZ55s2be6k8qc+VXREZnU5sWxmhXHewqw5IuKIfmy7SL3nVR6LiPOB8zPrR2duz/WYdQYnls3MysmtMMw63LRpsP768PTTTipbW3Bi2cwK4Ypls8LMkDQZ2Dwinslzx5KOA74EnJDnfq31nFg2MyuhAGY7s2zWsSqVypWk8qc/XXREZn1yYtnMzKyLRMRyTdz3gcCBzdq/mZmZmVlHmjYNPv95mDrVSWVrK04sm1khArfCMDMrI/dYNjMrMRcsm3WeZ56BDTeEp56Ca65xUtnaihPLZlYYt8IwMysnJ5bNzMrJPZbNOswTTyRJ5WefhfHj4TOfKTois35xYtnMzMzMzMzMzKyVHnooSSrPmAF//Susu27REZn1mxPLZlYIT95nZlZOboVhZlZi4ZJls44wZQpstBH09MANN8CaaxYdkdmADCk6ADPrXrNzWszMLF+zZ+ezmJlZvhT5LH0eRzpX0vOS7susW0rSdZIeSn8u2cxzNetYd94Jn/scSHDTTU4qW1tzYtnMzMzMzMzMss4HNq1adzBwfUSMAa5P77elOonzj0m6TdK9kv4oabF0/caSJqXrJ0n6fJ19HiHpaUmT02XzVp2PtZHbboPPfx4WXhhuvhlWXrnoiMwGxYllMytEpRVGHouZmeXLFctmZiUUOS59HSriZuClqtVbAxekty8Avjjwkync+cybOD8bODgiVgOuBA5M108HtkzX7wL8upf9nhQRa6TL+JxjtnZ3ww2w8cbw3vfC3/8OH/pQ0RGZDZp7LJtZYZwUNjMrH/dYNjMrJwEqtsfyMhExDSAipklaushgBiMibpY0umr1SsDN6e3rgAnAjyLirsw2U4AFJM0fEbOaH6l1jCuugB13hDFj4LrrYOTIoiMyy4Urls3MzMzMzMy6ywhJEzPL7kUHVAL3AVult7cDVqixzZeBu3pJKu8l6Z601YZ7UBsA8194IWy3Hay9dtL+wkll6yCuWDazQgSeeM/MrKxcsWxmVlL5fT5Pj4ix/XzOc5JGptXKI4Hnc4umHL4JnCrpcOBq4O3sg5JWAX4ObFLn+WcA/0fyp87/ASek+5xHmsjfHWDUqFFMnz69X4G++uqr/dq+XXTceUWw4Iknsugxx/D2Rhsx45xzkkFWP9/vsuq49yvl8+ofJ5bNrDBuhWFmVj5uhWFmVl4Ft8K4mqTH8DHpz6uKDCZvEfFv0qSxpA8DW1QekzSKpO/yzhHxSJ3nP5fZ/izgT70caxwwDmDs2LExYsSIfsc7kOe0g445r9mzYe+94fTTmbn99izwm98wYr75io4qdx3zflXxeTXOrTDMzMzMzMzM7L8kXQLcBqwkaaqkb5EklDeW9BCwcXq/Y1R6RksaAvwvcGZ6fwngz8AhEXFrL8/P9jf4EklrDetGs2bBTjvB6afDAQfw+mmnQQcmlc3AFctmVhC3wjAzKy9XLJuZlVCkSysOFbFjnYc2bE0EzZUmztcn6TU9FfgxsIikPdNNrgDOS2/vBXwI+JGkH6XrNomI5yWdDZwZEROBYyWtQfIuPQ7s0YpzsZKZMQO23TaZoO/YY+HAAzum9YVZLU4sm1lh3ArDzKycnFg2MyujSPoV2aD1kjg/pca2RwFH1dnPbpnbX88nOmtbU6fCFlvAlClw3nnwjW8UHZFZ0zmxbGZmZmZmZmZmNlCTJydJ5ddeg/HjYZN6czyadRYnls2sEIErls3MysiT95mZlZdcsGxWPtdcA9tvD0ssAbfcAquvXnREZi3jxLKZFcZ5CzOzcnJi2cyspNwKw6xcxo2D730PVlsN/vxnWG65oiMyayknls2sEK2sWJb0OPBaesieiBgraSngt8Boksk1to+Il1sUkplZabli2cyspALkz2ezcpg9Gw45JJmgb/PN4dJLYdFFi47KrOWGFB2AmVmLbBARa0TE2PT+wcD1ETEGuD69b2ZmZmZmZlbfG2/AV76SJJW/8x246ionla1ruWLZzApRgh7LWwPrp7cvAG4EDioqGDOzMnHFsplZSbkVhlmxnnwStt4a7rkHjj8e9t8fpKKjMiuME8tmVpgc8xYjJE3M3B8XEeMy9wO4VlIAv0ofWyYipgFExDRJS+cXjplZe3Ni2cyspJxXNivOrbfCNtvAzJnwpz/BZpsVHZFZ4ZxYNrNOMD3T4qKWT0XEM2ny+DpJ/25VYGZmZmZmZtbmzjsP9tgD3v9+uPFG+OhHi47IrBScWDazQrSyFUZEPJP+fF7SlcA6wHOSRqbVyiOB51sUjplZqXnyPjOz8pJbYZi1Vk8P/PCHcNJJsNFGcNllsOSSRUdlVhqevM/MCjM7p6U3khaWtGjlNrAJcB9wNbBLutkuwFV5nZeZWbubPTufxczMchaRz2JmfXvpJfjCF5Kk8j77wDXXOKlsVsUVy2bW6ZYBrlQyocIw4OKI+IukO4DLJH0LeBLYrsAYzczMzMzMrCzuuivpp/z003DWWbDbbkVHZFZKTiybWSFa1QojIh4FPlZj/YvAhi0IwcysrbgVhplZSQW5zn5tZnWcdx5897vw3vfC3/8On/hE0RGZlZYTy2ZWmFb1WDYzs/5xYtnMrHxEuMeyWTPNnAl7751UKG+4IVxySZJcNrO63GPZzMzMzMzMzMy61xNPwGc+kySVDzkEJkxwUtmsAa5YNrNC+Eo+M7NycisMM7MSc8WyWf4mTICddoKeHvjDH2DrrYuOyKxtOLFsZoVxKwwzs3JyYtnMrKScWDbLzzvvwP/+Lxx7LKy2Glx+OYwZU3RUZm3FiWUzMzMzMzMzM+sejz0GO+4I//wnfOc7cOKJsOCCRUdl1nacWDazQgSuWDYzKytXLJuZlZB7yZnl43e/g912Aym5ve22RUdk1racWDazwnhcbGZWPu6xbGZWXnIrDLOBe/NN2G8/GDcO1l0XLrkERo8uOiqztjak6ADMzMzMzMzMzMya5u67YZ11kqTywQfDzTc7qWyWA1csm1kh3ArDzKy8XLFsZlZSrlg2659334XjjoPDD4f3vAcmTIBNNik6KrOO4cSymRXGeQszs/JxKwwzs7IKJ5bN+uORR2DnneEf/4DttoMzzkiSy2aWGyeWzawQrlg2MysvJ5bNzEoocGLZrBERcNZZsP/+MN98cNFFsOOOyWR9ZpYrJ5bNzMzMzMzMzKz9TZsGu+0G48fDRhvBeefBqFFFR2XWsZxYNrPCuGLZzKycXLFsZlZS/nw2qy0Czj0XDjgAZs2C006D730PhgwpOjKzjubEspkVIvC42MysjNxj2cysvORWGGbzevhh2H13uOEG+OxnkzYYH/5w0VGZdQV/dWNmZmZmZmZmZu2lpweOOw5WXx0mTYJf/SpJLjupbNYyrlg2s8K4FYaZWTm5YtnMrKRcsWyWmDw56aU8aRJsvTWcfjosv3zRUZl1HVcsm1khgiSxnMdiZmb5qbTCyGPJg6QDJIWkEZl1h0h6WNKDkv4ns35tSfemj50qefp3M+sgAcyOfBazdjVjBuy/P4wdC089BZddBlde6aSyWUGcWDYzMzOzUpK0ArAx8GRm3crADsAqwKbALyUNTR8+A9gdGJMum7Y0YDMzM2uOCLj4YlhpJTj55KRa+YEHYLvtwN8jmxXGiWUzK0Rl8r48FjMzy1eJKpZPAn5I8mujYmvg0oiYFRGPAQ8D60gaCSwWEbdFRAAXAl/MJQozs1KIJLmWx2LWTqZMgQ02gK9+FUaNgn/+E848E5ZaqujIzLqeeyybWWHcxsLMrJxy7LE8QtLEzP1xETGukSdK2gp4OiLuruposTxwe+b+1HTdO+nt6vVmZp3DSWHrJi+9BD/5SdI/ebHFksn5vvUtGDq07+eaWUs4sWxmZmZmzTI9IsbWe1DSX4Flazx0GHAosEmtp9VYF72sNzMzs3by9tvwy18mSeVXX03aXhx9NIwY0fdzzaylnFg2s0JUWmGYmVm5VCbva82xYqNa6yWtBqwIVKqVRwF3SlqHpBJ5hczmo4Bn0vWjaqw3M+scrli2ThaRTMT3wx/Cww/DxhvDCSfAaqsVHZmZ1eEey2ZWmHdzWszMLF9F91iOiHsjYumIGB0Ro0mSxmtFxLPA1cAOkuaXtCLJJH3/iohpwGuS1lWSjd4ZuGqwr4WZWWkEMDvyWbqcpHMlPS/pvsy6j0m6TdK9kv4oabHMY4dIeljSg5L+p84+l5J0naSH0p9LtuJcOsYtt7D4VlvBNtvA8OEwfjxMmOCkslnJObFsZmZmZm0jIqYAlwH3A38B9oyIyveM3wXOJpnQ7xHgmkKCNDOzsjsf2LRq3dnAwRGxGnAlcCCApJWBHYBV0uf8UlKtJr8HA9dHxBjg+vS+9eXOO2HzzeEzn2Hoo48mLTDuvhs22wxUq8uVmZWJW2GYWSECVxubmZVRK1thNCqtWs7ePxo4usZ2E4FVWxSWmVmLBUTJPqDbVETcLGl01eqVgJvT29cBE4AfAVsDl0bELOAxSQ8D6wC3VT1/a2D99PYFwI3AQXnH3jHuvx8OPxwuvxyWXBJ+/nNe2mEHRrzvfUVHZmb94MSymRXGw2Izs3IqW2LZzMxS7rHcTPcBW5G0UdqOOf38lwduz2w3NV1XbZm0LRMRMU3S0vUOJGl3YHeAUaNGMX369H4F+uqrr/Zr+zIZOmUKC51yCsOvuopYcEFmHnAAb333u8RiiyXn1c/Xoh208/vVG59Xe2nWeTmxbGZmZmZmZmbd7pvAqZIOJ+nn/3a6vlY/hkFl+CNiHDAOYOzYsTFixIh+72MgzynU7bfDT38Kf/wjLLIIHHAAOvBAFhoxgoUym7XdeTXI59VefF6Nc2LZzArhVhhmZuXlimUzsxKqTN5nTRER/wY2AZD0YWCL9KGpzKleBhgFPFNjF89JGplWK48Enm9mvG0hAq67Do45Bm64AZZaCo48Er7//aT9hZm1PSeWzawwTiybmZVPGXssm5lZyq0wmkbS0hHxvKQhwP8CZ6YPXQ1cLOlEYDlgDPCvGru4GtgFOCb9eVXzoy6pN9+EX/8aTj016aU8ciQcfzzssUdSrWxmHcOJZTMzMzMzMzPrGpIuIZlob4SkqcCPgUUk7ZlucgVwHkBETJF0GXA/0APsGRHvpvs5GzgznTz2GOAySd8CniTp09xdnnoKTj8dzjoLXnoJ1lwTLrgAvvIVmH/+oqMzsyZwYtnMChF48j4zs7JyxbKZWUm5YjkXEbFjnYdOqbP90cDRNdbvlrn9IrBhLgG2k54eGD8ezj4b/vznZN2XvgT77AOf/jSoVotqM+sUTiybWWHcCsPMrHzcCsPMrKzCiWUrj4cfhnPPhfPPh2nTYNll4Yc/TNpdjB5ddHRm1iJOLJtZIVyxbGZWXk4sm5mVUOAPaCvWs8/C738Pl14Kt94KQ4bAFlvAbrvBZpvBfPMVHaGZtZgTy2ZmZmZmZmZmNq8XX4Qrr0ySyTfckHy5sdpq8NOfws47w/LLFx2hmRXIiWUzK4xbYZiZlZML4szMSsqtMKzZImDKlKRf8p//nFQmz54NH/oQHHZYMhHfKqsUHaWZlYQTy2ZWiMCJZTOzMnKPZTOzEnNi2ZrhhRfg73+H669PkslPPJGsX2MNOPRQ+OIXYa21PBGfmc3DiWUzMzMzMzMzs24QAU89Bf/4B9x0E9x8M9x/f/LYQgvBRhsllcmbb+42F2bWJyeWzawwLogzMysnVyybmZVRwGxXLFs/vPUWPPQQ/PvfcNddcOedyTJ9evL4oovCpz8NX/86fO5zsPbaMHx4sTGbWVtxYtnMCuFWGGZm5eRWGGZmJRUQ4Q9oA955J0kOv/IKvPoqPP88PP30nOWJJ+DBB+HJJ+e0Txk2DFZdFbbaKkkgr7NO0upimNNCZjZw/gQxMzMzMzMzMyu7V16B5ZZjxFtv1d9m6aVhhRXgk5+EXXeFlVZKlo9+FBZYoGWhmll3cGLZzArhimUzs/JyxbKZWUm5FUZ3W2QR2HNP3hg2jIWXWw4WXzxZRoyAUaNg5Ei3sjCzlnJi2cwK47yFmVk5ObFsZlZS4cRyVxs2DI47jremT2fhESOKjsbMjCFFB2BmZmZmZmZmZmZm7cUVy2ZWCLfCMDMrJ0/eZ2ZWUv6ANjOzknFi2cwK42GxmVk5OW9hZlZSboVhZmYl4lYYZmZmZmZmZmZmZtYvrlg2s0K4FYaZWTn5Smszs/IKf0CbmVmJOLFsZoVxYtnMrJyctzAzK6NwKwwzMysVt8IwMzMzMzMzMzMzs35xxbKZFSLw5H1mZmXlimUzsxIKYLYrls3MrDycWDazwrgVhplZ+bjHsplZiYU/oM3MrDycWDazQnjyPjOz8nJi2cysfAIIVyybmVmJuMeymZmZmZmZmZmZmfWLE8tmVpjZOS19kbSppAclPSzp4LzPw8ysk1RaYeSxmJlZjiKSVhh5LA3wGNrMzPriVhhmVohWtcKQNBQ4HdgYmArcIenqiLi/BYc3M2tLTgqbmZVTq1pheAxtZmaNcMWymXW6dYCHI+LRiHgbuBTYuuCYzMzMzMzKzGNoMzPrkyuWzawwLSqIWx54KnN/KvCJ1hzazKw9uWLZzKykGmxjkQOPoc3MrE9OLJtZIWbDhDdgRE67W0DSxMz9cRExLr2tGtt7Om0zs7omTQDl9fk8Paf9mJl1vdd4ecJf4/etGD+Dx9AtM2nSpOmSnujn00bQmb9jfV7txefVXirn9f48d+rEspkVIiI2bdGhpgIrZO6PAp5p0bHNzNpOCz+fzcysH1r8+ewxdItExHv7+xxJEyNibDPiKZLPq734vNpLs87LPZbNrNPdAYyRtKKk4cAOwNUFx2RmZmZmVmYeQ5uZWZ9csWxmHS0ieiTtBUwAhgLnRsSUgsMyMzMzMystj6HNzKwRTiybWceLiPHA+KLjMDMzMzNrFx5Dl9q4vjdpSz6v9uLzai9NOS9FuP++mZmZmZmZmZmZmTXOPZbNzMzMzMzMzMzMrF+cWDYzMzMzMzMzKzlJm0p6UNLDkg4uOp7BkPS4pHslTZY0MV23lKTrJD2U/lyy6Dj7IulcSc9Lui+zru55SDokff8elPQ/xUTdtzrndYSkp9P3bLKkzTOPtct5rSDpBkkPSJoiaZ90fVu/Z72cV9PfM7fCMDMzMzMzMzMrMUlDgf8AGwNTgTuAHSPi/kIDGyBJjwNjI2J6Zt2xwEsRcUyaOF8yIg4qKsZGSPos8DpwYUSsmq6reR6SVgYuAdYBlgP+Cnw4It4tKPy66pzXEcDrEXF81bbtdF4jgZERcaekRYFJwBeBb9DG71kv57U9TX7PXLFsZmZmZmZmZlZu6wAPR8SjEfE2cCmwdcEx5W1r4IL09gUkibFSi4ibgZeqVtc7j62BSyNiVkQ8BjxM8r6WTp3zqqedzmtaRNyZ3n4NeABYnjZ/z3o5r3pyOy8nls3MzMzMzMzMym154KnM/an0njgquwCulTRJ0u7pumUiYhokiTJg6cKiG5x659EJ7+Feku5JW2VU2kW05XlJGg2sCfyTDnrPqs4LmvyeObFsZmZmZmZmZlZuqrGunXubfioi1gI2A/ZMWy90unZ/D88APgisAUwDTkjXt915SVoEuBzYNyJm9LZpjXWlPbca59X098yJZTMzMzMzMzOzcpsKrJC5Pwp4pqBYBi0inkl/Pg9cSXIZ/nNpr9hKz9jni4twUOqdR1u/hxHxXES8GxGzgbOY0zqhrc5L0nwkydeLIuKKdHXbv2e1zqsV75kTy2ZmZmZmZmZm5XYHMEbSipKGAzsAVxcc04BIWjidYAxJCwObAPeRnM8u6Wa7AFcVE+Gg1TuPq4EdJM0vaUVgDPCvAuIbkEriNfUlkvcM2ui8JAk4B3ggIk7MPNTW71m982rFezZsYCGbmZmZmZmZmVkrRESPpL2ACcBQ4NyImFJwWAO1DHBlkgtjGHBxRPxF0h3AZZK+BTwJbFdgjA2RdAmwPjBC0lTgx8Ax1DiPiJgi6TLgfqAH2DMi3i0k8D7UOa/1Ja1B0jLhcWAPaK/zAj4FfB24V9LkdN2htP97Vu+8dmz2e6aI0rYGMTMzMzMzMzMzM7MScisMMzMzMzMzMzMzM+sXJ5bNzMzMzMzMzMzMrF+cWDYzMzMzMzMzMzOzfnFi2czMzMzMzMzMzMz6xYllMzMzMzMzMzMzM+sXJ5bNzMzMzMzMzMxyIOk9kiany7OSnk5vvy7pl0043kqSbkyP8YCkcen6NSRtnvfxzLKGFR2AmZmZmZmZmZlZJ4iIF4E1ACQdAbweEcc38ZCnAidFxFXpMVdL168BjAXGN/HY1uVcsWxmZmZmZmZmZtZEktaX9Kf09hGSLpB0raTHJW0j6VhJ90r6i6T50u3WlnSTpEmSJkgaWWPXI4GplTsRca+k4cBPgK+klcxfkbSwpHMl3SHpLklbp8f4hqSr0uM+KOnHzX81rFM4sWxmZmZmZmZmZtZaHwS2ALYGfgPcEBGrAW8BW6TJ5dOAbSNibeBc4Oga+zkJ+JukayTtJ2mJiHgbOBz4bUSsERG/BQ4D/hYRHwc2AI6TtHC6j3WAr5JUOW8naWyTztk6jFthmJmZmZmZmZmZtdY1EfGOpHuBocBf0vX3AqOBlYBVgeskkW4zrXonEXGepAnApiRJ6j0kfazG8TYBtpJ0QHp/AeB96e3r0hYeSLoC+DQwcdBnaB3PiWUzMzMzMzMzM7PWmgUQEbMlvRMRka6fTZKvEzAlItbra0cR8QxJRfO5ku4jSUhXE/DliHhwrpXSJ4Co2rb6vllNboVhZmZmZmZmZmZWLg8C75W0HoCk+SStUr2RpE0zPZmXBd4DPA28Biya2XQC8H2l5c+S1sw8trGkpSQtCHwRuLUJ52MdyIllMzMzMzMzMzOzEkn7JG8L/FzS3cBk4JM1Nt0EuC/dZgJwYEQ8C9wArFyZvA/4P2A+4J60qvn/Mvu4Bfh1eozLI8JtMKwhmlNpb2ZmZmZmZmZmZt1C0jeAsRGxV9GxWPtxxbKZmZmZmZmZmZmZ9Ysrls3MzMzMzMzMzMysX1yxbGZmZmZmZmZmZmb94sSymZmZmZmZmZmZmfWLE8tmZmZmZmZmZmZm1i9OLJuZmZmZmZmZmZlZvzixbGZmZmZmZmZmZmb94sSymZmZmZmZmZmZmfXL/wMeRG3kh81bzAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x864 with 15 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 280/400 (t=0.014s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=214.4MB)\n",
      "Step 320/400 (t=0.016s, MaxVel=0.5000m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=214.4MB)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 15 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 360/400 (t=0.018s, MaxVel=0.7069m/s, WallShear=1.12Pa, Vorticity=2697 1/s, Mem=214.7MB)\n",
      "\n",
      "=== Simulation Results ===\n",
      "Total time: 356.3 s\n",
      "Avg step time: 852.5 ms\n",
      "Peak memory: 239.3 MB\n",
      "Final Max Velocity: 1.5000 m/s\n",
      "Max Wall Shear: 1.12 Pa\n",
      "Max Vorticity: 2800 1/s\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.ndimage import gaussian_filter, binary_dilation, gaussian_filter1d, distance_transform_edt\n",
    "from scipy.fft import fftn\n",
    "from scipy.sparse import diags\n",
    "from scipy.sparse.linalg import cg\n",
    "import time\n",
    "import psutil\n",
    "import gc\n",
    "from matplotlib.colors import LinearSegmentedColormap\n",
    "\n",
    "# ==================== 高雷诺数参数设置 ====================\n",
    "Re = 5000                   # 目标雷诺数\n",
    "U_inf = 0.5                 # 特征流速 [m/s]\n",
    "rho = 1060                  # 血液密度 [kg/m³]\n",
    "nu = U_inf * 4e-3 / Re      # 运动粘度 [m²/s] \n",
    "mu = nu * rho               # 动力粘度 [Pa·s]\n",
    "\n",
    "# 血液特性参数\n",
    "alpha = 0.002               # 血小板聚集系数\n",
    "beta = 0.001                # 红细胞拖曳系数\n",
    "gamma_crit = 200            # 临界剪切率 [1/s]\n",
    "tau_rbc = 0.01              # 红细胞惯性时间常数 [s]\n",
    "\n",
    "# 计算域参数 - 确保网格尺寸足够大以避免负维度\n",
    "D = 4e-3                    # 血管直径 [m]\n",
    "Lx, Ly, Lz = 20e-3, 8e-3, 5e-3  # 域尺寸 [m]\n",
    "nx, ny, nz = 120, 60, 50         # 网格数 (确保都大于3)\n",
    "dx, dy, dz = Lx/(nx-1), Ly/(ny-1), Lz/(nz-1)\n",
    "\n",
    "# 时间参数 - 减少总步数以便快速测试\n",
    "dt = 5e-5                   # 时间步长 [s]\n",
    "T = 0.02                    # 总时间 [s] (减少为原来的1/10以便快速测试)\n",
    "nt = int(T/dt)              # 时间步数\n",
    "\n",
    "# 预生成网格坐标\n",
    "x = np.linspace(0, Lx, nx)\n",
    "y = np.linspace(0, Ly, ny)\n",
    "z = np.linspace(0, Lz, nz)\n",
    "X, Y, Z = np.meshgrid(x, y, z, indexing='ij')\n",
    "\n",
    "# 物理量限制参数\n",
    "MAX_VELOCITY = U_inf * 3    # 速度上限\n",
    "MAX_PRESSURE = 1e4          # 压力上限\n",
    "MAX_GRADIENT = 1e6          # 梯度上限\n",
    "EPS = 1e-12                 # 小量防止除零\n",
    "\n",
    "# ==================== 高Re求解器 ====================\n",
    "class EnhancedHighReSolver:\n",
    "    def __init__(self):\n",
    "        self.eps = EPS\n",
    "        \n",
    "        # 流场初始化\n",
    "        self.u = np.full((nx, ny, nz), 0.01, dtype=np.float32)\n",
    "        self.v = np.zeros((nx, ny, nz), dtype=np.float32)\n",
    "        self.w = np.zeros((nx, ny, nz), dtype=np.float32)\n",
    "        self.p = np.random.uniform(-10, 10, (nx, ny, nz))\n",
    "        \n",
    "        # 血液特性场\n",
    "        self.shear_rate = np.zeros((nx, ny, nz))\n",
    "        self.phi = np.ones((nx, ny, nz)) * 0.5  # 血小板浓度\n",
    "        self.u_rbc = np.zeros_like(self.u)      # 红细胞速度\n",
    "        self.u_mean = np.zeros_like(self.u)     # 时均速度场\n",
    "        self.nu_t = np.full_like(self.u, nu)    # 涡粘性场\n",
    "        \n",
    "        # 几何参数\n",
    "        self.vessel_mask = self._create_vessel()\n",
    "        self.surface_mask = self._detect_surface()\n",
    "        self.distance_to_wall = self._calculate_wall_distance()\n",
    "        self.nx_norm, self.ny_norm, self.nz_norm = self._calculate_normals()\n",
    "        \n",
    "        # 设置边界条件\n",
    "        self._set_initial_conditions()\n",
    "        \n",
    "        # 性能监控\n",
    "        self.performance = {\n",
    "            'time': [],\n",
    "            'memory': [],\n",
    "            'max_velocity': [],\n",
    "            'wall_shear': [],\n",
    "            'vorticity': [],\n",
    "            'energy_spectrum': []\n",
    "        }\n",
    "        self.step_count = 0\n",
    "\n",
    "    def _create_vessel(self):\n",
    "        \"\"\"创建圆柱形血管几何\"\"\"\n",
    "        return (Y - 0.5*Ly)** 2 + (Z - 0.5*Lz)**2 <= (D/2)** 2\n",
    "\n",
    "    def _detect_surface(self):\n",
    "        \"\"\"三层膨胀的表面检测\"\"\"\n",
    "        surface = np.zeros_like(self.vessel_mask, dtype=bool)\n",
    "        for r in [1, 2, 3]:\n",
    "            dilated = binary_dilation(self.vessel_mask, iterations=r)\n",
    "            surface |= dilated & ~self.vessel_mask\n",
    "        return surface\n",
    "\n",
    "    def _calculate_wall_distance(self):\n",
    "        \"\"\"计算到血管壁的距离\"\"\"\n",
    "        return distance_transform_edt(~self.vessel_mask) * np.mean([dx, dy, dz])\n",
    "\n",
    "    def _calculate_normals(self):\n",
    "        \"\"\"曲率加权法向量计算\"\"\"\n",
    "        # 计算梯度场（增强高斯平滑）\n",
    "        grad_x = gaussian_filter1d(self.vessel_mask.astype(float), sigma=1.5, axis=0)\n",
    "        grad_y = gaussian_filter1d(self.vessel_mask.astype(float), sigma=1.5, axis=1)\n",
    "        grad_z = gaussian_filter1d(self.vessel_mask.astype(float), sigma=1.5, axis=2)\n",
    "        \n",
    "        # 计算曲率（增强非线性权重）\n",
    "        curvature = np.sqrt(\n",
    "            np.gradient(grad_x, dx, axis=0)**2 + \n",
    "            np.gradient(grad_y, dy, axis=1)** 2 + \n",
    "            np.gradient(grad_z, dz, axis=2)**2 + self.eps\n",
    "        )\n",
    "        weight = 0.5 * (1 + np.tanh(10 * (curvature - 0.15)))  # 曲率阈值响应\n",
    "        \n",
    "        # 归一化（防止零法向量）\n",
    "        magnitude = np.sqrt((weight*grad_x)**2 + (weight*grad_y)** 2 + (weight*grad_z)**2) + self.eps\n",
    "        return weight*grad_x/magnitude, weight*grad_y/magnitude, weight*grad_z/magnitude\n",
    "\n",
    "    def _set_initial_conditions(self):\n",
    "        \"\"\"设置边界条件\"\"\"\n",
    "        # 入口边界（1.5次方剖面）\n",
    "        y_rel = (Y[0] - 0.5*Ly) / (0.5*Ly)\n",
    "        z_rel = (Z[0] - 0.5*Lz) / (0.5*Lz)\n",
    "        r_sq = y_rel**2 + z_rel**2\n",
    "        self.u[0] = np.where(self.vessel_mask[0], U_inf * (1 - r_sq**1.5), 0)\n",
    "        \n",
    "        # 出口边界（强阻尼）\n",
    "        self.u[-1] = 0.9 * self.u[-2] + 0.1 * self.u[-3]\n",
    "        self.v[-1] = 0.9 * self.v[-2] + 0.1 * self.v[-3]\n",
    "        self.w[-1] = 0.9 * self.w[-2] + 0.1 * self.w[-3]\n",
    "        \n",
    "        # 血管壁无滑移\n",
    "        wall_mask = ~self.vessel_mask\n",
    "        self.u[wall_mask] = 0\n",
    "        self.v[wall_mask] = 0\n",
    "        self.w[wall_mask] = 0\n",
    "        \n",
    "        # 物理量限制\n",
    "        self.u = np.clip(self.u, -MAX_VELOCITY, MAX_VELOCITY)\n",
    "        self.v = np.clip(self.v, -MAX_VELOCITY, MAX_VELOCITY)\n",
    "        self.w = np.clip(self.w, -MAX_VELOCITY, MAX_VELOCITY)\n",
    "        self.p = np.clip(self.p, -MAX_PRESSURE, MAX_PRESSURE)\n",
    "\n",
    "    def _weno_convection(self, u_component):\n",
    "        \"\"\"WENO-5格式对流项\"\"\"\n",
    "        conv = np.zeros_like(u_component)\n",
    "        # 确保内区域有效\n",
    "        if nx < 5 or ny < 5 or nz < 5:\n",
    "            return conv\n",
    "            \n",
    "        inner = (slice(2, -2), slice(2, -2), slice(2, -2))\n",
    "        \n",
    "        # 重构左侧通量\n",
    "        u_L = (2*u_component[:-4, 2:-2, 2:-2] - 13*u_component[1:-3, 2:-2, 2:-2] + \n",
    "               47*u_component[2:-2, 2:-2, 2:-2] + 27*u_component[3:-1, 2:-2, 2:-2] - \n",
    "               3*u_component[4:, 2:-2, 2:-2]) / 60\n",
    "        \n",
    "        # 重构右侧通量\n",
    "        u_R = (2*u_component[4:, 2:-2, 2:-2] - 13*u_component[3:-1, 2:-2, 2:-2] + \n",
    "               47*u_component[2:-2, 2:-2, 2:-2] + 27*u_component[1:-3, 2:-2, 2:-2] - \n",
    "               3*u_component[:-4, 2:-2, 2:-2]) / 60\n",
    "        \n",
    "        # 通量限制\n",
    "        flux = np.where(self.u[2:-2, 2:-2, 2:-2] > 0, u_L, u_R)\n",
    "        flux = np.clip(flux, -1e3, 1e3)\n",
    "        \n",
    "        # 计算对流项\n",
    "        conv[inner] = flux * (\n",
    "            (u_component[3:-1, 2:-2, 2:-2] - u_component[1:-3, 2:-2, 2:-2])/(2*dx + self.eps) +\n",
    "            (self.v[2:-2, 2:-2, 2:-2] * (u_component[2:-2, 3:-1, 2:-2] - u_component[2:-2, 1:-3, 2:-2])/(2*dy + self.eps)) +\n",
    "            (self.w[2:-2, 2:-2, 2:-2] * (u_component[2:-2, 2:-2, 3:-1] - u_component[2:-2, 2:-2, 1:-3])/(2*dz + self.eps))\n",
    "        )\n",
    "        return conv\n",
    "\n",
    "    def _calculate_eddy_viscosity(self):\n",
    "        \"\"\"动态涡粘度计算\"\"\"\n",
    "        # 计算速度梯度\n",
    "        du_dy = np.gradient(self.u, dy, axis=1)\n",
    "        dv_dx = np.gradient(self.v, dx, axis=0)\n",
    "        \n",
    "        # 计算涡量和应变率\n",
    "        vorticity = du_dy - dv_dx\n",
    "        strain_rate = np.sqrt(du_dy**2 + dv_dx**2)\n",
    "        \n",
    "        # 混合长度模型（使用壁面距离）\n",
    "        l_mix = 0.07 * D * (1 - np.exp(-self.distance_to_wall/(0.1*D)))  # 近壁面阻尼\n",
    "        self.nu_t = (l_mix**2) * np.sqrt(vorticity**2 + strain_rate**2)\n",
    "        \n",
    "        # 动态限制\n",
    "        self.nu_t = np.clip(self.nu_t, nu, 100*nu)\n",
    "        return self.nu_t\n",
    "\n",
    "    def _viscous_operator(self):\n",
    "        \"\"\"粘性项计算（含涡粘度）\"\"\"\n",
    "        visc_u = np.zeros_like(self.u)\n",
    "        # 确保内区域有效\n",
    "        if nx < 3 or ny < 3 or nz < 3:\n",
    "            return visc_u\n",
    "            \n",
    "        inner = (slice(1, -1), slice(1, -1), slice(1, -1))\n",
    "        \n",
    "        # 计算有效粘度\n",
    "        nu_eff = nu + self._calculate_eddy_viscosity()\n",
    "        \n",
    "        # 计算拉普拉斯算子\n",
    "        laplacian_u = (\n",
    "            (self.u[2:, 1:-1, 1:-1] - 2*self.u[inner] + self.u[:-2, 1:-1, 1:-1])/(dx**2 + self.eps) +\n",
    "            (self.u[1:-1, 2:, 1:-1] - 2*self.u[inner] + self.u[1:-1, :-2, 1:-1])/(dy**2 + self.eps) +\n",
    "            (self.u[1:-1, 1:-1, 2:] - 2*self.u[inner] + self.u[1:-1, 1:-1, :-2])/(dz**2 + self.eps)\n",
    "        )\n",
    "        visc_u[inner] = nu_eff[inner] * laplacian_u\n",
    "        return visc_u\n",
    "\n",
    "    def _pressure_reconstruction(self, u_star):\n",
    "        \"\"\"增强压力重构（修复负维度错误）\"\"\"\n",
    "        div = np.zeros_like(u_star)\n",
    "        \n",
    "        # 确保网格足够大以避免负维度\n",
    "        if nx < 3 or ny < 3 or nz < 3:\n",
    "            return np.gradient(div, dx, dy, dz), div\n",
    "            \n",
    "        # 使用明确的索引定义inner区域，避免负索引问题\n",
    "        inner_x_start, inner_x_end = 1, nx-1\n",
    "        inner_y_start, inner_y_end = 1, ny-1\n",
    "        inner_z_start, inner_z_end = 1, nz-1\n",
    "        \n",
    "        inner = (slice(inner_x_start, inner_x_end), \n",
    "                 slice(inner_y_start, inner_y_end), \n",
    "                 slice(inner_z_start, inner_z_end))\n",
    "        \n",
    "        # 计算inner区域的实际尺寸（确保为正）\n",
    "        dim_x = inner_x_end - inner_x_start\n",
    "        dim_y = inner_y_end - inner_y_start\n",
    "        dim_z = inner_z_end - inner_z_start\n",
    "        \n",
    "        # 安全检查：确保所有维度为正\n",
    "        if dim_x <= 0 or dim_y <= 0 or dim_z <= 0:\n",
    "            return np.gradient(div, dx, dy, dz), div\n",
    "            \n",
    "        n = dim_x * dim_y * dim_z  # 总元素数\n",
    "        \n",
    "        # 计算原始散度\n",
    "        raw_div = (\n",
    "            (u_star[2:, 1:-1, 1:-1] - u_star[:-2, 1:-1, 1:-1])/(2*dx + self.eps) +\n",
    "            (self.v[1:-1, 2:, 1:-1] - self.v[1:-1, :-2, 1:-1])/(2*dy + self.eps) +\n",
    "            (self.w[1:-1, 1:-1, 2:] - self.w[1:-1, 1:-1, :-2])/(2*dz + self.eps)\n",
    "        )\n",
    "        \n",
    "        # 添加涡粘度补偿项\n",
    "        du_dx = np.gradient(self.u, dx, axis=0)\n",
    "        du_dy = np.gradient(self.u, dy, axis=1)\n",
    "        du_dz = np.gradient(self.u, dz, axis=2)\n",
    "        turb_div = 0.5 * dt * (\n",
    "            np.gradient(self.nu_t * du_dx, dx, axis=0) +\n",
    "            np.gradient(self.nu_t * du_dy, dy, axis=1) +\n",
    "            np.gradient(self.nu_t * du_dz, dz, axis=2)\n",
    "        )\n",
    "        \n",
    "        # 综合散度计算\n",
    "        div[inner] = gaussian_filter(raw_div - turb_div[inner], sigma=1.2)\n",
    "        \n",
    "        # 构建拉普拉斯矩阵（7点差分格式）\n",
    "        main_diag = -2*(1/dx**2 + 1/dy**2 + 1/dz**2) * np.ones(n)\n",
    "        \n",
    "        # 计算对角线长度，确保为非负\n",
    "        x_step = dim_y * dim_z\n",
    "        x_diag_len = max(0, n - x_step)\n",
    "        \n",
    "        y_step = dim_z\n",
    "        y_diag_len = max(0, n - y_step)\n",
    "        \n",
    "        z_diag_len = max(0, n - 1)\n",
    "        \n",
    "        # 只创建有长度的对角线\n",
    "        diagonals = [main_diag]\n",
    "        offsets = [0]\n",
    "        \n",
    "        if x_diag_len > 0:\n",
    "            x_diag = np.ones(x_diag_len) / dx**2\n",
    "            diagonals.extend([x_diag, x_diag])\n",
    "            offsets.extend([x_step, -x_step])\n",
    "        \n",
    "        if y_diag_len > 0:\n",
    "            y_diag = np.ones(y_diag_len) / dy**2\n",
    "            diagonals.extend([y_diag, y_diag])\n",
    "            offsets.extend([y_step, -y_step])\n",
    "        \n",
    "        if z_diag_len > 0:\n",
    "            z_diag = np.ones(z_diag_len) / dz**2\n",
    "            diagonals.extend([z_diag, z_diag])\n",
    "            offsets.extend([1, -1])\n",
    "        \n",
    "        # 构建稀疏矩阵\n",
    "        A = diags(diagonals, offsets)\n",
    "        \n",
    "        # 预处理共轭梯度法求解\n",
    "        try:\n",
    "            delta_p_flat, _ = cg(\n",
    "                A, \n",
    "                -div[inner].flatten() * dt / rho, \n",
    "                M=diags(1/A.diagonal()), \n",
    "                maxiter=50,\n",
    "                tol=1e-5\n",
    "            )\n",
    "        except:\n",
    "            # 如果求解失败，返回零压力场\n",
    "            return np.gradient(div, dx, dy, dz), div\n",
    "        \n",
    "        # 重塑为三维数组（使用正确的维度）\n",
    "        delta_p = np.zeros_like(div)\n",
    "        try:\n",
    "            delta_p[inner] = delta_p_flat.reshape(dim_x, dim_y, dim_z)\n",
    "        except ValueError:\n",
    "            # 处理维度不匹配的情况\n",
    "            pass\n",
    "        \n",
    "        return np.gradient(delta_p, dx, dy, dz), delta_p\n",
    "\n",
    "    def _platelet_transport(self):\n",
    "        \"\"\"血小板输运方程（GMT分解）\"\"\"\n",
    "        # 操作元A：对流项\n",
    "        grad_phi = np.gradient(self.phi, dx, dy, dz)\n",
    "        conv_phi = -(self.u * grad_phi[0] + self.v * grad_phi[1] + self.w * grad_phi[2])\n",
    "        \n",
    "        # 操作元B：扩散项\n",
    "        diff_phi = 1e-9 * (np.gradient(grad_phi[0], dx, axis=0) +\n",
    "                          np.gradient(grad_phi[1], dy, axis=1) +\n",
    "                          np.gradient(grad_phi[2], dz, axis=2))\n",
    "        \n",
    "        # 操作元C：剪切激活项\n",
    "        activation = 0.5 * (1 + np.tanh(10*(self.shear_rate/gamma_crit - 1)))\n",
    "        act_phi = -0.1 * self.phi * activation\n",
    "        \n",
    "        return conv_phi + diff_phi + act_phi\n",
    "\n",
    "    def _rbc_transport(self):\n",
    "        \"\"\"红细胞运动方程（添加惯性项）\"\"\"\n",
    "        # 对流项\n",
    "        conv_u = self._weno_convection(self.u_rbc)\n",
    "        \n",
    "        # 压力梯度力\n",
    "        grad_p = np.gradient(self.p, dx, axis=0)\n",
    "        \n",
    "        # 更新红细胞速度（添加惯性项）\n",
    "        self.u_rbc += dt * (\n",
    "            -conv_u - 0.1/rho * grad_p + \n",
    "            (0.8*self.u - self.u_rbc)/tau_rbc +  # 惯性项\n",
    "            beta * (self.u - self.u_rbc) +\n",
    "            0.01 * np.linalg.norm(self.u_rbc) * (-self.u_rbc)  # 速度相关阻尼\n",
    "        )\n",
    "        \n",
    "        # 边界条件和限制\n",
    "        self.u_rbc[~self.vessel_mask] = 0\n",
    "        self.u_rbc[-1] = 0.95 * self.u_rbc[-2]\n",
    "        self.u_rbc = np.clip(self.u_rbc, -MAX_VELOCITY, MAX_VELOCITY)\n",
    "\n",
    "    def _calculate_vorticity(self):\n",
    "        \"\"\"计算涡量场\"\"\"\n",
    "        dv_dx = np.gradient(self.v, dx, axis=0)\n",
    "        du_dy = np.gradient(self.u, dy, axis=1)\n",
    "        dw_dy = np.gradient(self.w, dy, axis=1)\n",
    "        dv_dz = np.gradient(self.v, dz, axis=2)\n",
    "        du_dz = np.gradient(self.u, dz, axis=2)\n",
    "        dw_dx = np.gradient(self.w, dx, axis=0)\n",
    "        \n",
    "        return np.sqrt(\n",
    "            (dv_dx - du_dy)**2 + \n",
    "            (dw_dy - dv_dz)** 2 + \n",
    "            (du_dz - dw_dx)**2 + \n",
    "            self.eps\n",
    "        )\n",
    "\n",
    "    def _calculate_wall_shear(self):\n",
    "        \"\"\"精确壁面剪切应力计算（曲率加权）\"\"\"\n",
    "        # 计算速度梯度\n",
    "        du_dy = np.gradient(self.u, dy, axis=1)\n",
    "        du_dz = np.gradient(self.u, dz, axis=2)\n",
    "        \n",
    "        # 曲率加权法向量投影\n",
    "        tau_x = mu * (du_dy * self.ny_norm + du_dz * self.nz_norm)\n",
    "        \n",
    "        # 仅考虑表面区域\n",
    "        return np.where(self.surface_mask, np.abs(tau_x), 0)\n",
    "\n",
    "    def _energy_spectrum(self):\n",
    "        \"\"\"计算能谱（监控用）\"\"\"\n",
    "        fft_u = fftn(self.u)\n",
    "        return np.sum(np.abs(fft_u)**2) / (nx*ny*nz)\n",
    "\n",
    "    def step(self):\n",
    "        \"\"\"时间步进\"\"\"\n",
    "        start_time = time.time()\n",
    "        \n",
    "        # 1. 计算剪切率\n",
    "        du_dy = np.gradient(self.u, dy, axis=1)\n",
    "        dv_dx = np.gradient(self.v, dx, axis=0)\n",
    "        self.shear_rate = np.sqrt(0.5 * (du_dy**2 + dv_dx**2) + self.eps)\n",
    "        \n",
    "        # 2. 计算各操作元\n",
    "        conv_u = self._weno_convection(self.u)\n",
    "        visc_u = self._viscous_operator()\n",
    "        grad_p, delta_p = self._pressure_reconstruction(self.u + dt*(-conv_u + visc_u))\n",
    "        \n",
    "        # 3. 更新流场\n",
    "        self.u += dt * (-conv_u - grad_p[0] + visc_u)\n",
    "        self.p += delta_p\n",
    "        \n",
    "        # 4. 更新红细胞运动\n",
    "        self._rbc_transport()\n",
    "        \n",
    "        # 5. 更新血小板浓度\n",
    "        self.phi += dt * self._platelet_transport()\n",
    "        self.phi = np.clip(self.phi, 0.1, 0.9)\n",
    "        \n",
    "        # 6. 更新时均场\n",
    "        self.u_mean = (self.u_mean * self.step_count + self.u) / (self.step_count + 1)\n",
    "        \n",
    "        # 7. 重新应用边界条件\n",
    "        self._set_initial_conditions()\n",
    "        \n",
    "        # 8. 记录性能\n",
    "        current_max_vel = np.max(self.u)\n",
    "        current_wall_shear = np.max(self._calculate_wall_shear())\n",
    "        current_vorticity = np.max(self._calculate_vorticity())\n",
    "        current_energy = self._energy_spectrum()\n",
    "        \n",
    "        self.performance['time'].append(time.time() - start_time)\n",
    "        self.performance['memory'].append(psutil.Process().memory_info().rss/1e6)\n",
    "        self.performance['max_velocity'].append(current_max_vel)\n",
    "        self.performance['wall_shear'].append(current_wall_shear)\n",
    "        self.performance['vorticity'].append(current_vorticity)\n",
    "        self.performance['energy_spectrum'].append(current_energy)\n",
    "        \n",
    "        self.step_count += 1\n",
    "\n",
    "# ==================== 可视化系统 ====================\n",
    "def plot_enhanced_results(solver, time):\n",
    "    \"\"\"增强可视化系统\"\"\"\n",
    "    fig = plt.figure(figsize=(20, 12))\n",
    "    fig.suptitle(f'Enhanced Blood Flow at t={time:.3f}s (Re={Re})', fontsize=16)\n",
    "    \n",
    "    # 自定义颜色映射\n",
    "    plasma_red = LinearSegmentedColormap.from_list('plasma_red', [\n",
    "        (0, 0, 0.3), (0.2, 0.2, 0.6), (0.4, 0.6, 0.8), \n",
    "        (0.6, 0.9, 0.2), (0.8, 0.9, 0.1), (1, 0.8, 0.1)\n",
    "    ])\n",
    "    \n",
    "    # 获取中间切片\n",
    "    mid_z = nz // 2\n",
    "    mid_y = ny // 2\n",
    "    mid_x = nx // 2\n",
    "    \n",
    "    # X-Y平面速度+涡量\n",
    "    ax1 = fig.add_subplot(241)\n",
    "    speed = np.sqrt(solver.u[:, :, mid_z]**2 + solver.v[:, :, mid_z]** 2)\n",
    "    vort = solver._calculate_vorticity()[:, :, mid_z]\n",
    "    im1 = ax1.imshow(speed.T, cmap='viridis', extent=[0, Lx*1e3, 0, Ly*1e3], vmin=0, vmax=U_inf*1.2)\n",
    "    ax1.contour(X[:, :, mid_z].T*1e3, Y[:, :, mid_z].T*1e3, vort.T, levels=10, colors='white', linewidths=0.8)\n",
    "    plt.colorbar(im1, ax=ax1, label='Velocity [m/s]')\n",
    "    ax1.set_title('X-Y Plane Velocity')\n",
    "    ax1.set_xlabel('X [mm]'); ax1.set_ylabel('Y [mm]')\n",
    "    \n",
    "    # X-Z平面时均速度\n",
    "    ax2 = fig.add_subplot(242)\n",
    "    u_mean = solver.u_mean[:, mid_y, :]\n",
    "    im2 = ax2.imshow(u_mean.T, cmap=plasma_red, extent=[0, Lx*1e3, 0, Lz*1e3], vmin=0, vmax=U_inf)\n",
    "    plt.colorbar(im2, ax=ax2, label='Mean Velocity [m/s]')\n",
    "    ax2.set_title('X-Z Plane Mean Velocity')\n",
    "    ax2.set_xlabel('X [mm]'); ax2.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 红细胞运动\n",
    "    ax3 = fig.add_subplot(243)\n",
    "    rbc_speed = np.sqrt(solver.u_rbc**2 + solver.v**2 + solver.w**2)[:, mid_y, :]\n",
    "    im3 = ax3.imshow(rbc_speed.T, cmap='plasma', extent=[0, Lx*1e3, 0, Lz*1e3], vmin=0, vmax=U_inf*0.8)\n",
    "    plt.colorbar(im3, ax=ax3, label='RBC Velocity [m/s]')\n",
    "    ax3.set_title('X-Z Plane RBC Motion')\n",
    "    ax3.set_xlabel('X [mm]'); ax3.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 血小板浓度\n",
    "    ax4 = fig.add_subplot(244)\n",
    "    im4 = ax4.imshow(solver.phi[:, mid_y, :].T, cmap='Reds', extent=[0, Lx*1e3, 0, Lz*1e3], vmin=0, vmax=1)\n",
    "    plt.colorbar(im4, ax=ax4, label='Platelet Concentration')\n",
    "    ax4.set_title('X-Z Plane Platelets')\n",
    "    ax4.set_xlabel('X [mm]'); ax4.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 剪切率分布\n",
    "    ax5 = fig.add_subplot(245)\n",
    "    im5 = ax5.imshow(solver.shear_rate[:, mid_y, :].T, cmap='hot', extent=[0, Lx*1e3, 0, Lz*1e3], vmin=0, vmax=gamma_crit*1.5)\n",
    "    plt.colorbar(im5, ax=ax5, label='Shear Rate [1/s]')\n",
    "    ax5.set_title('X-Z Plane Shear Rate')\n",
    "    ax5.set_xlabel('X [mm]'); ax5.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 涡量场\n",
    "    ax6 = fig.add_subplot(246)\n",
    "    vort_center = solver._calculate_vorticity()[mid_x, :, :]\n",
    "    im6 = ax6.imshow(vort_center.T, cmap='bwr', extent=[0, Ly*1e3, 0, Lz*1e3], vmin=-500, vmax=500)\n",
    "    plt.colorbar(im6, ax=ax6, label='Vorticity [1/s]')\n",
    "    ax6.set_title('Y-Z Plane Vorticity')\n",
    "    ax6.set_xlabel('Y [mm]'); ax6.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 壁面剪切应力\n",
    "    ax7 = fig.add_subplot(247)\n",
    "    tau_w = solver._calculate_wall_shear()[:, mid_y, :]\n",
    "    im7 = ax7.imshow(tau_w.T, cmap='viridis', extent=[0, Lx*1e3, 0, Lz*1e3], vmin=0, vmax=50)\n",
    "    plt.colorbar(im7, ax=ax7, label='Wall Shear Stress [Pa]')\n",
    "    ax7.set_title('X-Z Plane Wall Shear')\n",
    "    ax7.set_xlabel('X [mm]'); ax7.set_ylabel('Z [mm]')\n",
    "    \n",
    "    # 能谱演化\n",
    "    ax8 = fig.add_subplot(248)\n",
    "    ax8.plot(np.array(solver.performance['energy_spectrum']), 'r-')\n",
    "    ax8.set_xlabel('Time Step')\n",
    "    ax8.set_ylabel('Energy Spectrum')\n",
    "    ax8.set_title('Turbulent Energy Evolution')\n",
    "    ax8.grid(True, alpha=0.3)\n",
    "    \n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "\n",
    "# ==================== 主程序 ====================\n",
    "if __name__ == \"__main__\":\n",
    "    print(\"=== Enhanced High-Re Blood Flow Solver ===\")\n",
    "    print(f\"Vessel diameter: {D*1e3:.1f} mm\")\n",
    "    print(f\"Flow conditions: U_inf={U_inf} m/s, Re={Re}\")\n",
    "    print(f\"Grid: {nx}x{ny}x{nz} = {nx*ny*nz/1e6:.1f} million points\")\n",
    "    print(f\"Time step: {dt*1e6:.1f} μs, Total steps: {nt}\")\n",
    "    \n",
    "    solver = EnhancedHighReSolver()\n",
    "    start_time = time.time()\n",
    "    \n",
    "    # 为快速测试可进一步减少迭代次数\n",
    "    # nt = min(nt, 50)\n",
    "    \n",
    "    for step in range(nt):\n",
    "        try:\n",
    "            solver.step()\n",
    "        except Exception as e:\n",
    "            print(f\"Error at step {step}: {str(e)}\")\n",
    "            break\n",
    "        \n",
    "        if step % max(1, nt//10) == 0:\n",
    "            current_time = step * dt\n",
    "            print(f\"Step {step}/{nt} (t={current_time:.3f}s, \"\n",
    "                  f\"MaxVel={solver.performance['max_velocity'][-1]:.4f}m/s, \"\n",
    "                  f\"WallShear={solver.performance['wall_shear'][-1]:.2f}Pa, \"\n",
    "                  f\"Vorticity={solver.performance['vorticity'][-1]:.0f} 1/s, \"\n",
    "                  f\"Mem={psutil.Process().memory_info().rss/1e6:.1f}MB)\")\n",
    "            \n",
    "            if step % max(1, nt//5) == 0 and step > 0:\n",
    "                plot_enhanced_results(solver, current_time)\n",
    "                gc.collect()\n",
    "    \n",
    "    print(\"\\n=== Simulation Results ===\")\n",
    "    print(f\"Total time: {time.time()-start_time:.1f} s\")\n",
    "    if solver.performance['time']:\n",
    "        print(f\"Avg step time: {np.mean(solver.performance['time'])*1000:.1f} ms\")\n",
    "    if solver.performance['memory']:\n",
    "        print(f\"Peak memory: {max(solver.performance['memory']):.1f} MB\")\n",
    "    if solver.performance['max_velocity']:\n",
    "        print(f\"Final Max Velocity: {max(solver.performance['max_velocity']):.4f} m/s\")\n",
    "    if solver.performance['wall_shear']:\n",
    "        print(f\"Max Wall Shear: {max(solver.performance['wall_shear']):.2f} Pa\")\n",
    "    if solver.performance['vorticity']:\n",
    "        print(f\"Max Vorticity: {max(solver.performance['vorticity']):.0f} 1/s\")"
   ]
  },
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   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
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